#help-49

1 messages · Page 253 of 1

autumn canopy
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(-1)^(2n) + 2(-1)^n + 1

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You need to check if this is 0

sour hull
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ok, that works, but there was this "if it is odd" part of the exercise that ticked me off. That's why I was asking, nothing to fear tho

autumn canopy
autumn canopy
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And that's where it's helpful that n is odd

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Do you see what (-1)^(2n) is equivalent to?

sour hull
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no

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I really do not

autumn canopy
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We can say $(-1)^{2n} = \l((-1)^2\r)^n$, right?

grand pondBOT
sour hull
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oh

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yeah

autumn canopy
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By exponent laws

sour hull
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wwe can say that

autumn canopy
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So this is $1^n$

grand pondBOT
autumn canopy
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and that is..?

sour hull
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correct, and that is 1

autumn canopy
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Ok, so we got 1 + 2(-1)^n + 1

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Now what about (-1)^n

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Can you see what that is

sour hull
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ohhh

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if n is odd, it's -1

autumn canopy
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yes

sour hull
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ok

autumn canopy
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So 1 + (-1)2 + 1 = 1 - 2 + 1 = 0

sour hull
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It's too late,

autumn canopy
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and thus x - (-1) = x + 1 divides p

sour hull
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I'm going to sleep,

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but thanks for the help

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@autumn canopy

autumn canopy
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Well we just got done so that's a good time lol

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np

autumn canopy
sour hull
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I'm gonna let it time out so that I get tagged when I wake up and can come back up to take notes

midnight plankBOT
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@sour hull Has your question been resolved?

midnight plankBOT
#
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atomic notch
midnight plankBOT
atomic notch
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Hi this is a practice question how do i answer it

fallen sparrow
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What have you tried

atomic notch
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honestly bro im so stuck

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idk if this will help me solve it

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huh

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<@&268886789983436800>

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ty

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@fallen sparrow

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u there

fallen sparrow
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Yea

atomic notch
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what should i do

fallen sparrow
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For starters i dont think you'll be requiring so advanced statistics

atomic notch
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ok

fallen sparrow
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If the coin is fair what is the probability that it lands on tails when it is flipped once?

atomic notch
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0.50

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0.50/5

fallen sparrow
atomic notch
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bruhhh

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so 0.1%?

fallen sparrow
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Have patience

fallen sparrow
atomic notch
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ok mb

fallen sparrow
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Explain why u did 0.5/5

atomic notch
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cuz each flip is 50% chance to be tails

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then i divided it 5 times

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cuz 5 chances

fallen sparrow
atomic notch
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then got 0.1% for it to be tails 5 times in a row

fallen sparrow
atomic notch
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Suppose you flip a coin five times. What is the probability of obtaining five tails in a row assuming the coin is​ fair?

fallen sparrow
atomic notch
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not rlly

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ok 5 tails in a row

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what is the probability

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the question is how do we get the probability

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we know if we flip it once it has a 50% chance to get tails

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but 5 times idk

fallen sparrow
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So for every flip theres 2 possibikities right

atomic notch
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yes

fallen sparrow
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How many total possibilities are there?

atomic notch
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2

fallen sparrow
atomic notch
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10

fallen sparrow
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...

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Have you been taught permutations and combinations

atomic notch
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no

fallen sparrow
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Ok then I would like you to count the total number of possibilities just for this question

atomic notch
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ok look

fallen sparrow
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Like HHTTH is one possibility

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HTTTH is another

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Etc

atomic notch
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ohhh

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theres inf possibilitys

fallen sparrow
atomic notch
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theres a large number of possibilits

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but i dont. know it

fallen sparrow
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Its not that large

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Do it for 3 flips

atomic notch
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bro it is

fallen sparrow
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Not 5

atomic notch
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ok

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HTTHT

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THTTH

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TTTHH

fallen sparrow
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That is 5 flips...

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Im asking for 3 flips

atomic notch
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HTH

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THH

fallen sparrow
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Continue

atomic notch
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HTT

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TTH

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THT

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HTH

fallen sparrow
atomic notch
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Hht

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wait redo mb

fallen sparrow
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Start from HHH

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Will be easier

atomic notch
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HTT HTH HHT TTH THT TTT HHH

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there?

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THH

fallen sparrow
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Nice

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Total?

atomic notch
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8

fallen sparrow
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Now do it for 2 flips

atomic notch
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HT HH TH TT

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4

fallen sparrow
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Are you seeing a pattern?

atomic notch
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O

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OH

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OH

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wait

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wait

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dont

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say it

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so

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if

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2 is 4

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3 is 8

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4 would be 12

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and 5 would be 16

fallen sparrow
atomic notch
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16?

fallen sparrow
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Do it for one flip

fallen sparrow
atomic notch
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4 would be 16?

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SO

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32 WOULD BE 5

fallen sparrow
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Yes

atomic notch
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OMG

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IM SO SMART

fallen sparrow
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But I want you to understand the logic behind it

atomic notch
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each addition flip is multiplyed by 2

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MHMMHMHMMH

fallen sparrow
atomic notch
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bruh

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hm

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cuz

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there

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are mor epossibliltys when we add a cflip

fallen sparrow
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Yeah but why only 2? And why multiplication? Why not addition?

atomic notch
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dudeee cuzzzz

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wait lemme think

fallen sparrow
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Yes think!

atomic notch
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multiplication because were adding flips

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2 because the number of flips we have

fallen sparrow
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I'll give another hint: for 3 flips its 2^3
For 4 flips its 2^4
For 5 flips its 2^5

atomic notch
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the amount of flips is the amount we multiply 2 by

fallen sparrow
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And why is that

atomic notch
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because the possbilitys are increasint

fallen sparrow
atomic notch
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bro

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cuz

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2

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is

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what

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w

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e

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started

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with

fallen sparrow
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KEK i swear im not ragebaiting you im just trying to help

atomic notch
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OH

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BECAUSE

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BRO

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NO

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CUZ

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THERES

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ONLY

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TWO

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THINGS

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HEAD

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AND

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TAIL

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SO ITS 2

fallen sparrow
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Yes.

atomic notch
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BVRO IM FKING SMART

fallen sparrow
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Now you understand?

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For every flip theres 2 possibilities

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For 5 flips we will multiply those possibilities

atomic notch
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the possiblities are heads or tails

fallen sparrow
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So 2 times 2 times 2 times 2 times 2

fallen sparrow
atomic notch
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4

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8

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16

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32

fallen sparrow
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So for 5 flips, total number of possibilities is 32 correct?

atomic notch
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yes

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and

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1/32 is

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ANSWER ISSS

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0.03125

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YES

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TYSM

fallen sparrow
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And among them, how many do you think will have all 5 tails

atomic notch
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i got it already right

fallen sparrow
atomic notch
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ok

atomic notch
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possibility

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only

fallen sparrow
atomic notch
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and there is 32 in total

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so we have a 1/32 possibility

fallen sparrow
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Good job

atomic notch
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we do the calculations

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then get the answer

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0.03215

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damn

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D

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none the above

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hypothesis isnt a living thing it doesnt have a heart

atomic notch
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?

fallen sparrow
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Im genuinely curious are you being fr

atomic notch
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i mean thats my best guess

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education guess

fallen sparrow
atomic notch
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it sounds stupid but it was all i could make

fallen sparrow
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Its personalisation

atomic notch
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yea ik

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but i dont know the answer

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so i just did that

fallen sparrow
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What is a hypothesis

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This is legit an english question

atomic notch
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hypothesis

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simple

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basically

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making a desicison based on data

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it allows us to test an assumption called a hypothesis

fallen sparrow
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So what is option C then?

atomic notch
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oh

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wow

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so basically what hypothesis is

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JUST ASK WHAT HYPOTHESIS IS NOT THE HEART OF IT

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ok it makes sense

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c is correct

fallen sparrow
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Yeah

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!done

midnight plankBOT
#

If you are done with this channel, please mark your problem as solved by typing .close

atomic notch
#

wait

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ur busy

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u cant help me anymore

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🙁

fallen sparrow
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No nk im not busy

atomic notch
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can u helpme

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🙂

fallen sparrow
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I can entertain more doubts

atomic notch
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ok

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this is

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the answer it

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null

fallen sparrow
atomic notch
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because its stays the same

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no

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i swear it isnt

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i could shar emy screen

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if u want

fallen sparrow
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Then why does it say only one attempt at this question

atomic notch
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cuz

fallen sparrow
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Also stop spamming

atomic notch
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my teacher wants us not to get any of the questions wrong

fallen sparrow
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Write your sentences properly

atomic notch
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cuz he siad its rlly important chapter

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Ok i will start wirting my sentences more properly.

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Writing*

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But i know the answer for this it is very simple it would be null.

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But this is more confusing.

fallen sparrow
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I'm sorry I cant help with this

atomic notch
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How is someone supose to know if a hypothesis test is left tailed right tailed or two tailed

atomic notch
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Oh you just wont help because you dont know it

fallen sparrow
#

Ping helpers after 15m

atomic notch
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ok thanks rudy

fallen sparrow
fallen sparrow
atomic notch
atomic notch
#

Hm

sacred folio
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if we have a < it's left tailed if we have a > it's right tailed

atomic notch
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im guessing

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its two tailed?

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because its +

sacred folio
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ye

atomic notch
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😗

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BRUH

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= *

sacred folio
atomic notch
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What parameter is being​ tested?
Population standard deviation
Population mean
Population proportion

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wait

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it has a second part

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lemme give it a try

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the prameter?

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the proportion?

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6?

atomic notch
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nope

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i have infinite try

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ill get it wrong and tell u th answer

sacred folio
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mb my internet bugging i cant see the images

atomic notch
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bruh i mis clicked the answer

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but look

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i could choose

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similar question

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but how was the answer standard deviation

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i wanna understand it

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@sacred folio u there

sacred folio
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that symbol is the general symbol for a pop. standard deviation

atomic notch
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huh

sacred folio
atomic notch
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ooooo

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so the thing like the o

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ok

sacred folio
atomic notch
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hmmm what abt this

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sigma

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yea

sacred folio
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hmm

atomic notch
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ima try it

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one second

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ehhh

sacred folio
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the first one's definatly =

atomic notch
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yea

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second

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is prolly gonna rise

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but idk which one to choose for rise

sacred folio
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nah

atomic notch
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and idk if it actually risen

sacred folio
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probably not equals to

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since we dont know if it rose or fell

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just that it changed

sacred folio
atomic notch
sacred folio
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ye

atomic notch
#

oh

sacred folio
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what course is ts

atomic notch
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what does the sign mean

sacred folio
atomic notch
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statistics

sacred folio
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could be higher or lower

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just not 5.64

atomic notch
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mu?

sacred folio
atomic notch
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p?

sacred folio
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what....

atomic notch
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dude

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im cofnused

sacred folio
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i have no clue either

atomic notch
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im gonna cry

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😭

sacred folio
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what are you asking ??

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btw my internet kinda buns rn so i might have to leave soon

atomic notch
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ok

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this

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im asking somone to help me understand this so i can answe ir

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i5

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it

sacred folio
# atomic notch

basically H0 case where the deviation is the initial deviation and H1 is the new one

atomic notch
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aka nul and alternative?

sacred folio
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and the question is just asking you to convert the english into mathematical terms

atomic notch
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so basically first on

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is

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nothing changed

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so =

sacred folio
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ye

atomic notch
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and sigma

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?

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then h1

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/=

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EH?

sacred folio
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what all options does it have

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the second part

atomic notch
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< =

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<

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=

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oH

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ITS

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GONNA

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BE

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GREATER

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THEN

sacred folio
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no no

atomic notch
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SO

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oh

sacred folio
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the first part

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i mean

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the first blank of the second part does it have a s symbol in it

sacred folio
atomic notch
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ok

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dude

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my answer is correct

sacred folio
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if yes then choose s for it instead as the weekly analysis would be a sample

atomic notch
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i just entered it in lol

sacred folio
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gn then

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bye bye

atomic notch
#

<@&268886789983436800>

midnight plankBOT
#

@atomic notch Has your question been resolved?

midnight plankBOT
#
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midnight plankBOT
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stable dragon
#

PLEASE HOW DO I DO THIS PLEASE HELP ME

midnight plankBOT
#
What step are you on?
1. I don't know where to begin.
2. I have begun but got stuck midway.
3. I got an answer but I was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
brave gorge
stable dragon
#

so p < -1???

brave gorge
#

Yeah

midnight plankBOT
#

@stable dragon Has your question been resolved?

midnight plankBOT
#
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sleek lagoon
midnight plankBOT
sleek lagoon
#

Vẽ ra ngoài tam giác ABC 3 tam giác đều có cạnh lần lượt là 3 cạnh của tam giác đó. Chứng minh tâm của 3 tam giác đều đó là 3 đỉnh của một tam giác đều

civic gazelle
#

are you required to prove this thing?

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what have you learnt so far?

sleek lagoon
#

e học lớp toán 8 chuyên (clb ánh sáng)

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nên phải làm

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thầy em bảo làm thế

#

thầy bảo bài này*

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thầy ko cho hình lên lấy trên mạng

civic gazelle
#

dịch để mấy thg khác còn giúp

sleek lagoon
#

Draw outside triangle ABC 3 equilateral triangles whose sides are the 3 sides of that triangle. Prove that the centers of the 3 equilateral triangles are the 3 vertices of an equilateral triangle.

#

why fire

lusty python
#

🙏

#

có mỗi cái reaction thôi mà cũng hỏi

civic gazelle
#

@sleek lagoon anh nghĩ ra rồi

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bài khá hay

civic gazelle
# sleek lagoon

Chắc chắn lớp 7 lớp 8 e đã làm cái bài chứng minh ∆AFC = ∆ABE nhiều rồi đúng ko

sleek lagoon
#

dạ

civic gazelle
#

có ngay BE = CF

sleek lagoon
#

vâng

civic gazelle
#

giờ ta gọi G là trọng tâm ∆ABC

#

thấy có một đống đường song song chưa e

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từ đó chứng minh GO2 = GO3 và O3GO2 = 120°

sleek lagoon
#

dạ

civic gazelle
#

chứng minh tương tự thì sẽ có GO1 = GO2 = GO3 và góc giữa chúng là 120°

#

thế là coi như xong

sleek lagoon
#

vâng ạ

#

em cảm ơn

civic gazelle
#

đến đây chắc e tự làm đc

wicked mauve
#

what language is this

sleek lagoon
wicked mauve
#

oh baller

sleek lagoon
#

e cảm ơn @civic gazelle

#

.close

midnight plankBOT
#
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last slate
#

bro i need help please

midnight plankBOT
lusty python
#

?

last slate
#

someone help me understand why that in a set of vectors, when

c1v1 + c2v2 + c3v3 + … ckvk = 0

If ∀ck-n ∃ck-n such that ck-n ≠ 0 then theres redundancy in the vector set

Help me understand why this implies redundency

#

fixed

sharp coral
#

if one of the $c$'s is not zero, let's say $c_i \ne 0$, then that means you can solve the equation for $v_i$. that means $v_i$ can be written as a linear combination of the others and is redundant

grand pondBOT
#

cloud ☁

last slate
# grand pond **cloud ☁**

i see but why does doing algebra like this work. Like how can this help us also see redundancy geometrically

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like without solving for one of the vectors

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idk how to explain it in a better way

sharp coral
#

i mean you can have a geometric picture but that only works in R^n. whereas the algebra is true for all vector spaces

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the entire definition of a vector space is basically a set of objects where this sort of algebra works

last slate
#

Having a non zero scalar .. the outcome of that on the combination of polynomials isnt the same as the one on vectors in R^n

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yet both outcomes imply redundancy

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how does that work?

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same thing with matrices

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Whats the common thing here that makes a non zero scalar of their combination imply redundancy I don’t get it

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like if in R^n we dont want vectors expressed in terms of other vectors

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what do we want in P_n?

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a polynomial not expressed in terms of other polynomials?

sharp coral
#

so iv we have a set of vectors $v_1, \ldots, v_k$ then every vector $v$ in their span can be written as a linear combination of them:
[ v = \sum_{i = 1}^k a_i v_i ]
If they are linearly independent, then the choice of $a_i$'s is unique, and if they are dependend then it isn't

grand pondBOT
#

cloud ☁

sharp coral
#

since if there are not all zero $c_i$'s such that $\sum_{i = 0}^k c_i v_i = 0$, that would imply that
[ v = \sum_{i = 1}^k a_i v_i = \sum_{i = 1}^k (a_i + c_i) v_i ]
which are two different linear combinations!

grand pondBOT
#

cloud ☁

last slate
# grand pond **cloud ☁**

by “in their span” you mean what exactly? That every vector in the parent space can be written as a linear combination of the vectors?

#

like for example in R^n every vector (x,y,z) is a linear combination of all vectors in the set?

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or any vector in R^n can be written as a linear combination of all vectors in the set

sharp coral
#

$\vspan{v_1,\ldots,v_k}$ is by definition the set of all linear combinations of $v_1,\ldots,v_k$

grand pondBOT
#

cloud ☁

last slate
#

right

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okay so

#

”if they are linearly independent then the choice of a_i is unique”

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true you want vectors that are unique

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and?

sharp coral
#

,align v &= v + 0 \
&= \sum_{i = 1}^k a_i v_i + \sum_{i = 1}^k c_i v_i \
&= \sum_{i = 1}^k (a_i + c_i) v_i

grand pondBOT
#

cloud ☁

sharp coral
#

that's two distinct linear combinations (at least some of the a_i + c_i are different since not all of the c_i are zero!)

last slate
#

and youre expressing v = (the non zero scalar were talking about)*v + other vectors with 0 scalar?

sharp coral
#

all it's saying is that if $v$ can be expressed as a linear combination of $v_1,\ldots v_k$ (i.e. there are scalars $a_1,\ldots a_k$ such that$\sum_{i = 1}^k a_i v_i = v)$), and $v_1, \ldots v_k$ is linearly independent ($\sum_{i = 1}^k c_i v_i = 0$ with not all scalars zero) then it can be written as a different linear combination as well

grand pondBOT
#

cloud ☁

last slate
sharp coral
#

what about it is confusing you?

#

try writing it out more explicitly if it makes it more intuitive

last slate
#

like 1 vector cant be expressed in terms of another

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doesn’t matter the vector space

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brooooo

fallow scarab
#

Your questions are all over the place and you're missing a lot of basics. I recommend reading a linear algebra book to catch up on basics

last slate
last slate
#

linear algebra just tends to get abstract

midnight plankBOT
#

@last slate Has your question been resolved?

midnight plankBOT
#
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lusty python
#

I needed help with this question: Given triangle ABC only has acute angles. Draw a circle with diameter of BC, such that this circle intersects AB at F and intersects AC at E. Let H be the intersection of BE and CF, AH intersects BC at D. We also let M be the reflection of F through BC, prove that M, D, E both lies on the same line.

lusty python
#

The diagram above simplifies to this

#

How can I use Menelaus theorem for this?

gilded bison
#

hello

lusty python
#

hello

#

<@&286206848099549185>

civic gazelle
#

You don't even need Melenaus for this

#

MDB = FDB = EDC is sufficient enough

#

Mê với chả Lê cho nó mệt người

civic gazelle
#

In fact, this is true if H is any point on the altitude AD

#

you can use Ceva to prove this

lusty python
#

alr

civic gazelle
#

The fact that FDB = EDC is used quite a lot in olympiads

#

@lusty python any more questions?

midnight plankBOT
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dapper nacelle
#

how is 2 an explanation of 1?

midnight plankBOT
lyric charm
#

(n+1)^7 - n^7 - 1 = [(n+1)^7 - (n+1)] - [n^7 - n]

dapper nacelle
#

i see

#

the way i did it was expand it, 1st term is n^7 last term is 1 and they are subtracted out and the all the remaning binomial coeeficents are multiples of 7

#

2nd one is fermat's litttle theorem

#

isnt it too ambigious cuz there are many ways to do it?

lyric charm
#

i mean it says "stmt 2 is a correct explanation for stmt 1"

#

no claim is made of "this is the ONLY correct way to explain it"

dapper nacelle
#

that does work out

#

thanks

#

.close

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twilit field
midnight plankBOT
twilit field
#

$\langle T(x^2), 3x \rangle = \langle x^2, 3x \rangle$ would be true if it were self adjoint

grand pondBOT
twilit field
#

but $\int_{0}^{1} 3x^3dx ≠0$

grand pondBOT
twilit field
#

is that enough

lyric charm
#

do you think it is enough or do you think it isnt

twilit field
#

it's a counter example

lyric charm
#

then why ask here

twilit field
#

just wanted to be sure

#

thanks

#

.close

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shut canyon
midnight plankBOT
shut canyon
#

numerator: (1+x+x^2)^½ - 1
denominator: x

#

x⟶0, f⟶…

#

factor x?

umbral timber
shut canyon
#

x•g(x)

umbral timber
#

to remove the 0/0 form

shut canyon
#

(√(1+x+x²)−1)(√(1+x+x²)+1)=1+x+x²−1=x+x²

umbral timber
#

yes

#

dont forget to multiply the conjugate in the denominator as well

shut canyon
#

(√a − 1)(√a + 1) = a − 1

#

x(√(1+x+x²)+1)

umbral timber
#

(√(1+x+x²)+1) is your conjugate. u multiplied it at the numerator to rationalize it but now u must multiply it with the denominator too to keep the fraction unchanged

shut canyon
#

x+x² / x(√(1+x+x²)+1)

umbral timber
#

yes

shut canyon
#

x(1 + x) / x(√(1+x+x²)+1)

#

(1 + x) / (√(1+x+x²)+1)

umbral timber
#

yes

#

now try subbing x=0

shut canyon
umbral timber
#

no worries catthumbsup

shut canyon
#

x⟶0, terms in (1 + x) / (√(1+x+x²)+1)
x⟶0,
x²⟶0

#

1+0 / √(1+0+0)+1

umbral timber
#

yup, and you arent getting an undefined form either now

shut canyon
#

1 / 2

umbral timber
#

yess

shut canyon
#

Danke

umbral timber
#

any more doubts?

shut canyon
#

It's smooth sailing now maybe, I'll try to formalise it

#

⛵️

umbral timber
#

okie

shut canyon
#

xₙ⟶0,
∀ε>0 ∃N>0 ∀n>N ⇒ |f(xₙ)−½|<ε
f(xₙ) = (√(1 + xₙ + xₙ²) − 1)/xₙ,
f(xₙ) = (1 + xₙ)/(√(1 + xₙ + xₙ²) + 1) (retionalise),
xₙ → 0 ⇒ 1+xₙ → 1, √(1+xₙ+xₙ²) → 1.
∴ f(xₙ) → 1/(1+1) = ½.
∀ suite (xₙ)→0 ⇒ f(xₙ)→½ ⇒ limₓ→0 f(x)=½

umbral timber
#

i dont understand x_n notation but everything else looks legit

shut canyon
#

Thank you for your help @umbral timber

umbral timber
shut canyon
#

∀ε>0 ∃N>0 ∀n>N ⇒ |f(xₙ)−½|<ε

#

.close

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grand stratus
#

Prove that in any party the number of people who have made an odd number of handshakes is even.

grand stratus
#

It is not necessary that everyone does a handshake.

spiral rock
#

Try to translate it into the language of graphs

last slate
jade sparrow
#

sum the number of handshakes made by one person, for all the people.

#

One handshake is counted twice in the sum.

#

So the sum is always even.

#

Some people made odd number handshakes, and they are part of the sum.

grand stratus
#

Let there be 2k odd handshakers and f even handshakers.
Let us describe the next handshake.

  1. An odd handshaker and an even handshaker handshake.
    Result: The numbers of people in each groups remain equal, i.e., 2k and f.

  2. Two odd handshakers handshake.
    Result: Odd handshakers = 2k - 2 = even and even handshakers = f + 2

  3. Two even handshakers handshake.
    Result: Odd handshakers = 2k + 2 = even and even handshakers = f - 2

Now at the start of every party there is an even number of odd handshakes, which is 0. Hence by the principal of mathematical induction the statement is true.

midnight plankBOT
#

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last slate
#

hello

midnight plankBOT
last slate
#

i showed 1 2

#

and an implication of 3

#

but i can't show the other sens

#

$$$ \ker \varphi = {e}$ $\implies$ $\varphi$ injective

grand pondBOT
#

Drk
Compile Error! Click the errors reaction for more information.
(You may edit your message to recompile.)

last slate
# last slate

you have a morphism of groups Phi from (G, . ) to (H, * ) e is the neutral element of G and f is the neutral element of G

robust isle
robust isle
#

qu'est-ce que t'as essayé alors ?

#

@last slate

last slate
# robust isle qu'est-ce que t'as essayé alors ?

j'ai essayé de prendre 2 élément arbitraires de G et possé l'égalité des image par phi et faire une manipulation avec les éléments neutre (somehow?) mais j'arrive pas a trouvé la méthode

robust isle
#

c'est une bonne idée de preuve déjà

last slate
#

$\varphi (a)=\varphi (b) (\forall (a,b) \in G)$

robust isle
#

maintenant oui faut trouver le somehow

grand pondBOT
last slate
#

je pense a faire

robust isle
#

donc ok ker phi c'est phi^-1({f})

last slate
#

je pense a faire $ \varphi(a)*varphi(e) ...ect$

#

mais je trouve rien

#

$ \varphi(a)* \varphi(e) = \varphi(b)* \varphi(e) $

#

et apres \varphi(a.e)...

robust isle
#

donc si tu prends x dans ker phi, ça veut dire que phi(x) = f

robust isle
#

essaie de réécrire ton équation d'injectivité sous cette forme

last slate
#

f= phi(e)

#

hm

last slate
#

$Soit (a,b)\in \Ker \varphi , On pose \varphi(a) = \varphi(b)$

robust isle
#

non tes a, b doivent être arbitraires

last slate
#

mais ca donne rien?

last slate
robust isle
#

oui

#

si tu veux montrer que phi est injective

#

faut que ça marche pour tous les éléments de ton groups

last slate
robust isle
#

(a,b) dans ker phi ils sont pas arbitraires non

#

c'est (a,b) dans G qu'il faut

last slate
robust isle
#

$\varphi(a) = \varphi(b)$ essaie de réécrire ça sous la forme $\varphi(\text{quelquechose}) = f$

grand pondBOT
#

aPlatypus

robust isle
#

en faisant passer phi(b) de l'autre côté de l'équation

last slate
#

$\varphi(a) * \varphi(b^{-1}) = \varphi (b . b^{-1} ) = \varphi(e) = f$

grand pondBOT
robust isle
#

typo

#

c'est phi(ab^-1)

last slate
#

car le morphism

#

donc

robust isle
#

ah oui fine

#

ok

last slate
#

ca donne

#

$a . b^{-1} \in \ker \varphi$

grand pondBOT
last slate
#

comment passer a l'injectivité hmm

robust isle
#

et ker phi il y a quoi dedans

last slate
#

$a.b^{-1} \in \varphi^{-1} ({f})$

grand pondBOT
robust isle
#

faut pas oublier ce que tu veux prouver

robust isle
last slate
#

oh

#

$a.b^{-1}= e$

grand pondBOT
robust isle
#

oui

last slate
#

et

#

donc

#

a=b

#

damn

#

merci bcp

#

d'ou l injectivité

#

.close

midnight plankBOT
#
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buoyant grove
#

!occupied

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#

Someone else is already using this help channel. If you need help with a question, please open your own help channel/thread (see #❓how-to-get-help for instructions).

midnight plankBOT
buoyant grove
#

<@&286206848099549185> Explain Graham's Number to me/

oak kelp
#

!15m, please.

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#

Please only use the <@&286206848099549185> ping once if your question has not been answered for 15 minutes. Please do not ping or DM individual users about your question.

obtuse mason
#

All I know really

buoyant grove
#

.close

midnight plankBOT
#
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bright shoal
#

Can my site be reviewed
I need someone with collatz conjecture knowledge and interest in trying out tools

spiral rock
#

Explain

bright shoal
#

Ok so like collatz scribbles is a site where you can see how collatz conjecture works to like take a number to 1

#

sequence visualisation in form of a graph

#

this is my site collatz scribbles

grim vector
#

By reviewed you want ppl to try the site or read the code ?

bright shoal
#

try it

#

so can i share the link

#

@grim vector @spiral rock

grim vector
#

We not the person to ask

bright shoal
grim vector
#

Ask a mod or idk

bright shoal
#

okay okay

last slate
#

that wasn't a wise decision to click on the link but pretty cool website

midnight plankBOT
#

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near geyser
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lyric charm
#

!occupied

midnight plankBOT
#

Someone else is already using this help channel. If you need help with a question, please open your own help channel/thread (see #❓how-to-get-help for instructions).

lyric charm
midnight plankBOT
# near geyser
What step are you on?
1. I don't know where to begin.
2. I have begun but got stuck midway.
3. I got an answer but I was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
near geyser
#

1

#

Ohh Hello Ann

lyric charm
#

hello popking

near geyser
#

Sorry by my side!!

#

Let's back to the question

lyric charm
#

oh, so you had a moment of clarity.

#

ok

#

well call the original cost price something like x

near geyser
#

x+40 after increasing

lyric charm
#

can you tell me an expression in terms of x for the following, in this order:

  1. original sale price
  2. cost price after increase by 40 INR
  3. sale price after reduction by 55 INR
#

ok that's #2 of what i'm asking

near geyser
#

149x/100 selling price

#

1.49x

lyric charm
#

1.49x is probably a little bit better

#

yes ok

#

that's #1

near geyser
#

3 -->1.49x-50

lyric charm
#

you've got #1 and #2 now #3 remains

#

ok

#

so increased cost price is x+40 and decreased sale price is 1.49x - 50

#

and new profit margin is 47.5%

#

do you see what to do from here

near geyser
#

Hmm yeah yeah

#

x+40-1.49x+50=90-1.48x

lyric charm
#

wait why are you. what

#

why are you doing new CP - new SP at all thonk

near geyser
#

(90-1.48x)100/(x+40)=47.5

lyric charm
#

ok you can do that

near geyser
#

Cp-sp/cp ×100

lyric charm
#

but x - 1.49x is not -1.48x

near geyser
#

%profit?

lyric charm
#

numerator is surely SP - CP

#

also brackets.

near geyser
#

In profit?

#

cp >sp no?

lyric charm
#

CP > SP is nonsense

#

why sell something for 1 rupee when it cost you 1 lakh

near geyser
#

Ohh right right

lyric charm
#

also why not

CP * (1 + profit%) = SP

#

will make your life so much easier

near geyser
#

Ohh nice

lyric charm
#

when you said original SP is 1.49x

near geyser
#

1.49x/(1+47.5)?

#

Ohh NO

lyric charm
#

CP * (1 + profit%) = SP
new CP = x + 40
new SP = 1.49x - 55

#

also yeah 55 not 50

#

we both misread it or sth

near geyser
#

(x+40)=(1.49x-55)/(48.5%)

lyric charm
#

loud incorrect buzzer.

near geyser
#

😭

lyric charm
#

also where is 48.5% coming from, that's nonsense

near geyser
#

1+47.5%

lyric charm
#

100% + 47.5%

#

you're trying to do 34 lakh things at once btw

near geyser
#

147.5%

lyric charm
#

please stop doing that

#

you shouldnt be trying to set up the equation AND do algebruh to it simultaneously

#

thats a very surefire way to fuck up and get wrong answers

near geyser
#

Hmm true

#

Let me do it again slowly

lyric charm
#

(x+40) * 1.475 = 1.49x - 55

#

that is it. like thats just put pegs in holes based on what i told you

midnight plankBOT
#

@near geyser Has your question been resolved?

near geyser
#

7600 yoo

midnight plankBOT
#
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stable dragon
#

how would i solve this

midnight plankBOT
plucky lark
#

You can use casework

stable dragon
#

what

plucky lark
#

You know like proving each case right or wrong

#

I would first simplify the equation tho

#

I think the answer is the thrid one

#

we can isolate the ((ln(n))^p)/n

#

when the ln is raised to a negative power its undefined so p must be greater than or equal to 0

#

@stable dragon

#

wait nevermind this is wrong

rich yew
#

@stable dragon (-1)^𝑘-4 = (-1)^𝑘

#

so simplify that first.

#

We can ignore the alternating sign for a moment, in which we would have $\frac 1{n\log^p{n}}$

grand pondBOT
#

𝙸𝚗𝚏𝚒𝚗𝚒𝚞𝚖³

rich yew
#

we can integrate that.

#

$\int_2^\infty \frac{dx}{x\log^p x}$

grand pondBOT
#

𝙸𝚗𝚏𝚒𝚗𝚒𝚞𝚖³

rich yew
#

\whrule
substitute $u=\log(x)$, which would give us $$\int_{\log(2)}^\infty\frac{du}{u^p}$$

grand pondBOT
#

𝙸𝚗𝚏𝚒𝚗𝚒𝚞𝚖³

rich yew
#

@stable dragon Do you understand everything thus far?
-# assuming i’m not explaining to nobody.

midnight plankBOT
#

@stable dragon Has your question been resolved?

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stable dragon
#

.reopen

midnight plankBOT
stable dragon
#

are we using the integral test

rich yew
stable dragon
#

on an alternating series

#

test

#

im gonna lose my fucking mind

rich yew
#

Well tbf my steps are not entirely necessary

#

you can just jump tot he alternating series test if you want

#

yeah it was redundant

#

Anyway, use the leibnitz test.

midnight plankBOT
#

@stable dragon Has your question been resolved?

midnight plankBOT
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edgy crater
#

would i have to also consider the case where i am assume root 2 > a/b, or is this sufficient

patent goblet
#

Well, you have to show the statement for arbitrary a and b, and we can pick a and b such that sqrt{2} > a/b so we also have to consider that case! I am not sure however if there is a slick argument to get it done.

edgy crater
#

okok ty

#

.close

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#
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rigid turret
midnight plankBOT
rigid turret
#

I have found that T1 = Fg

#

T2sin45 = T3sin60

#

T2cos45 + T3cos60 = T1

#

are those true?

#

and where do i go from there

blazing nacelle
rigid turret
#

T2/T3 = sin60/sin45 = 1.225
so numerator is greater? T2 > T3

blazing nacelle
#

Yep - and which option does that mean your answer is?

rigid turret
#

but how is T1 greater than each of those

#

T1 has a greater y component than each of them

#

i see that

#

but how to prove that overall it has a bigger magnitude

blazing nacelle
#

If T1 > T2 then T1 > T3, so you can plug your ratio into the other equation you have, and see if this is the case

rigid turret
#

?

#

what do you mean

#

plug in my ratio

blazing nacelle
#

$T3 = T2 \times \frac{\sin(45)}{\sin(60)}$

grand pondBOT
#

Varixiuqlhfbgraijbzjnqghppxnqmvw

rigid turret
#

wait

blazing nacelle
#

Probably best that way around

rigid turret
#

i got it

#

i think

blazing nacelle
#

Good :)

rigid turret
#

T1 ~ 1.36 T3

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?

#

is that good

#

oh

#

i should probably try to find t1 in terms of t2

#

hold

blazing nacelle
#

Okie dokie :)

blazing nacelle
grand pondBOT
#

Varixiuqlhfbgraijbzjnqghppxnqmvw

rigid turret
#

1.52 T2 = T1

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1.36 T3 = T1

#

wait does that seem right

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whatever

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its T1 > T2 > T3?

blazing nacelle
rigid turret
#

ok

#

thx

blazing nacelle
#

No worries :)

rigid turret
#

i got 9/9

#

thx bro

#

.close

midnight plankBOT
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midnight plankBOT
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alpine gyro
#

How do you simplify this to A'C'+AB'+AC? I always get A'C' + B'C'+AC

gleaming latch
#

can you show your steps

alpine gyro
#

A'B'C'+A'BC'=A'C',
A'B'C'+AB'C'=B'C',
AB'C+ABC=AC

midnight plankBOT
#

@alpine gyro Has your question been resolved?

alpine gyro
#

.close

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small warren
#

Can I please get help with this question? Here is my work so far, I'm not really sure what to do.

last slate
small warren
small warren
#

How do you do that?

gaunt jetty
small warren
outer copper
grand pondBOT
#

joseph

small warren
#

2x

gaunt jetty
#

Do so then

small warren
#

$2x(x-2)$?

grand pondBOT
#

🩷Aurora💜

outer copper
#

yep

gaunt jetty
#

Yeah

outer copper
#

so what values can x be to satisfy the equation?

gaunt jetty
#

Now you have a product of two numbers and you want to see when that product is zero

#

When is a product of two numbers zero?

small warren
#

Either x=2 or x=0? Because 2x=0 is the same as x=0/2 which equals x=0 and x-2=0 is the same as x=2

gaunt jetty
#

Ye

#

U r done

small warren
#

Yayyy tysm!! ❤️ i saw in my mind that it could be something to do with something common between them but i didn't see that you'd have to factor out a GCF because i haven't done that when trying to solve stuff in this form

#

.close

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last slate
#

Yoyoyo

midnight plankBOT
last slate
#

when we talk about row and vector spaces of matrices

#

Are the subspaces formed from the row and column vectors, exactly 1 dimension less? Or could be less than that?

rain wasp
#

less than what?

#

consider I_3, the matrix lives in R^3 and its row and column spaces are also R^3

last slate
#

i think it can be less

last slate
rain wasp
#

like the space that the matrix lives in?

rain wasp
#

where did you get this thought from?

last slate
# rain wasp like the space that the matrix lives in?

say you have a 3x5 matrix

This means the row space is the subspace of R^5 formed by the row vectors of the matrix. Our row vectors can span some shape in R^3 in this case but if we had 4 rows instead of 3 then our row vectors would span something in R^3

#

(a plane)

last slate
rain wasp
#

the added row vector may or may not change the span of the matrix row space

last slate
last slate
#

Random matrix

#

also im assuming the row vectors are a basis

#

which the book didn’t do a great job at explaining

#

wait must i put it in RREF first

#

then use the non zero vectors in the reduced one

#

REF*

#

<@&286206848099549185>

midnight plankBOT
#

@last slate Has your question been resolved?

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dim quest
#

please help

midnight plankBOT
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peak ridge
midnight plankBOT
dim quest
#

yess

#

please

bold peak
#

They have already claimed a channel

peak ridge
#

Oh

bold peak
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last slate
#

can someone help me