#help-40

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peak ivy
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remote sandal
frigid sundialBOT
hushed wedge
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have you made any progress so far?

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||...wait hold on is this even possible thonk||

remote sandal
hushed wedge
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as in you have no thoughts whatsoever on it? even that it is impossible?

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as written, the problem says that the common ratio is an integer

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this means the GP is either constant or increasing (in absolute value anyway)

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yet 108 comes after 4343

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so what gives?

remote sandal
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Yea I spoke to my professor and he made an error while printing the question

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Sorry for the trouble @hushed wedge

hushed wedge
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ah so it was a typo

remote sandal
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It’s 4/3 rather than 4343

hushed wedge
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so 4/3 and 108 then

remote sandal
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Which gives us the 4 root of 3

hushed wedge
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what's the ratio of these?

remote sandal
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And then we divide the q term and p term

hushed wedge
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324/4 = ... 81?

remote sandal
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Yes

hushed wedge
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yes, ok, so the ratio is either 3 or 9

remote sandal
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We are able to compare values

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Because we get the value of R and q-p separately

hushed wedge
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yes, there's only finitely many combos that work

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well actually hold on

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can't R also be -3 or -9

remote sandal
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It can be, which is why we get 4 possible soln.

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And we can choose the smallest value

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Sorry my internet is bad

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Logically speaking you will have to take the smallest value for R

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Which is why we take -9

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R=-9
Q-P= 2

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-9+2=-7

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@hushed wedge this is how I solved it

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remote sandal
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.reopen

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remote sandal
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hushed wedge
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??

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frosty mica
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hi, so for this question i cant figure out how they simplified the 4/3 power, i assume that they simplified it down to something like (3x2x2x2(1)^3/4)/4, or something like that, but im not sure how they did it, also, ignore my answer, i just put that in so i could see the solution

hybrid hollow
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Wdym simplified?

frosty mica
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so if you look at after at (8,-100)

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they simply 3/4(8)^4/3 to 12

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i was wondering how they did it

hybrid hollow
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8^(4/3) = 8 * 8^(1/3)= 8 * 2=16

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Multiply by 3/4

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(Or just use a calculator)

frosty mica
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how does 8^4/3 become 8 * 8^(1/3)

hybrid hollow
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8^(4/3)=8^(3/3) * 8^(1/3)

frosty mica
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ah

hybrid hollow
frosty mica
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tech free

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ok thank you

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mighty agate
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Hello 👋 I’m struggling to solve it. May be I’m doing something wrong

ember tulip
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what part are you stuck at?

mighty agate
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The answer is not correct. Therefore I can’t understand how to solve it

ember tulip
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f(4) = 0.00134... = 0.001 to 3 dp

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i wouldnt know why that wouldnt be correct

mighty agate
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My answers are
f(0) = 4, f(4) = 0.00134, f(-2) = 218.392 but they’re incorrect.
Mb I need to use limit to find a function

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Oh no I can’t use limit

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😦 still don’t know why it’s incorrect

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plucky panther
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hi, is (y+2)(y-9) and (y-2)(y+9) the same thing

ivory arch
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yes, multiplication. ab=ba

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wait

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sorry didn't see the signs

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it's not the same thing

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(y+2)(y-9)=y^2-7y-18
(y-2)(y-9)=y^2+7y-18

plucky panther
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hm

ivory arch
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What?

plucky panther
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@ivory arch

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is these the same thing?

ivory arch
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I don't understand what you've done.

plucky panther
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uh

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this is the question

ivory arch
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ohhhhh

plucky panther
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and we need to solve it

ivory arch
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yeah subtract 18 from both sides

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you get y^2-7y-18=0

plucky panther
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yea

ivory arch
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Then solve.

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Do you know how to?

plucky panther
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im stuck

ivory arch
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On solving it?

plucky panther
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idk is the 1st pic correct

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or the 2nd one

ivory arch
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um

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Can you explain what you have done in the pictures?

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You multiply it like this, draw arrows (to make it easier) and multiply y with y then with -9, then 2 with y and -9

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You get y^2-9y+2y-18

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Then simplify, you get y^2-7y-18

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Now you wanna solve it and find y1 and y2.
y^2-7y-18=0
You can factor it or use formulas. Do you know how to do that?

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This is how it would look like for 1 and 2
Number 1 being (y+2)(y-9)
Number 2 being (y-2)(y+9)

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You can solve it like this too by completing the square.

plucky panther
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dang so complicated

ivory arch
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y^2-7y=18

Take half of 7 raised to the 2nd power and add that to both sides.
y^2-7y+(7/2)^2=18+(7/2)^2
y^2-7y+(49/4)=18+(49/4)
Then factor it.
(y-(7/2))^2=121/4

ivory arch
plucky panther
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ye u did great

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ok

ivory arch
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This algebra video tutorial explains how to solve quadratic equations by factoring in addition to using the quadratic formula. This video contains plenty of examples and practice problems.

How To Pass Difficult Math & Science Classes: https://amzn.to/2UTLsbR
Video Playlists: https://www.video-tutor.net
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▶ Play video

This algebra video tutorial focuses on the foil method. It explains how to multiply binomials, trinomials and polynomials together. It also includes foiling examples of binomials with exponents. In addition, this video goes over another technique known as the binomial theorem which goes along well with pascal's triangle. You can use the bino...

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plucky panther
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ok nice

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lemme

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igo save it down

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btw tysm :D @ivory arch

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novel quiver
frigid sundialBOT
novel quiver
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not exactly sure how to do this

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my beautiful drawing

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is the question asking if like matrix A exists in matrix B?

frail garnet
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it's asking which of those product is defined

novel quiver
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oh

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a 4by2 matrix can't multiply into a 2by4 matrix

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frigid sundialBOT
hybrid hollow
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Find the value, x, such that P(X>x)<=0.01

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Explain what?

hybrid hollow
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H_0: p=0.3, H_A: p>0.3

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What values will be critical then?

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Small or large values?

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Yes

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Yes

hybrid hollow
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Say more than “I don’t understand”

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1%

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Says so in the question

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Using a 1% sign level

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It would be equal but our RV is discrete

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Meaning you can’t actually hit equal

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Random variable

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30 is not a random variable

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30 is a number

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Says in the question

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Is 0.3 “random”?

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Seems like a number to me also

hybrid hollow
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Read the question

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Search for the words random variable

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(Or just know very basic lecture 1 definition)

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Try reading

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?

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It only says random variable one place in the question

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Try reading what is right next to those words?

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Like what?

hybrid hollow
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Just amazed you don’t know it

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Seeing how that was one of the 1st things given to you

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(Surely)

hybrid hollow
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?

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“You asked why less than and not just equal”

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I answered

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Then went on a detour because you didn’t know what a random variable was

hybrid hollow
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Test values or use inverse distribution (implemented in any software)

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I have a pc

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What does CD compute?

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So, P(?)

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What does it compute

hybrid hollow
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What does it compute if you out x=1

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P(?)

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?

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I don’t want a prob, I want the thing it calculates

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So I know you understand it

hybrid hollow
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What does cumulative prob mean?

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Grapping a book is the way then

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Sounds like something you just googled

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What does this compute then?

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Instead of just typing words you don’t understand

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I don’t want a probability

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I want you to say what probability it computes

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No

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Your method is not learning a single definiton?

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And just try random stuff

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Without understanding anything

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Try reading what you copy-pasted and understand it

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It tells you what it computes

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Try reading

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In what you copy-posted or just grap your book

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Finish reading

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Probability of a RV is nonsense

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What range?

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Try reading sentence #2?

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So what does what you typed in your calculator compute?

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To what?

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???

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What did you plug in

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What do you think it then calculates

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I mean…

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What is a binomial distribution?

frigid sundialBOT
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magic hinge
frigid sundialBOT
magic hinge
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I already found AQR (22 degrees), but how do I find ABQ?

frigid sundialBOT
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@magic hinge Has your question been resolved?

magic hinge
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red crown
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Hey im new here can anyone help me please

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frigid sundialBOT
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full gorge
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How can I find the area of a regular polygon with only the radius?

barren kelp
#

Learn how to find the area of a regular polygon when only given the radius of the the polygon. We go through an example involving a regular pentagon inscribed inside a circle with radius of 8 units. This problem involves using some trigonometry to find both the apothem and the side length of the polygon.

Related Videos to Help You Succeed!...

▶ Play video
full gorge
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I get upto where he's using trig and then I get a negative

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in my case it's a polygon with a radius of 25mm so I do 25sin(36)

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Oh my calculator wasn't set to degree mode

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barren kelp
frigid sundialBOT
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undone crypt
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I need help

frigid sundialBOT
candid olive
# undone crypt I need help

which two numbers (constants) multiply to get your x^2? then those two numbers = what? so then you take those (two numbers)*n=the number then you solve for n, sorry if this is confusing, I don’t wan to just give you the answer

frigid sundialBOT
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@undone crypt Has your question been resolved?

undone crypt
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@candid olive im not sure it’s a practice test

candid olive
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if you solve it out what is multiplied by 2nx^2

undone crypt
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4nx

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@candid olive

candid olive
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when ur foiling u multiply x and 2nx^2, x and 1, then what and 2nx^2?

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@undone crypt

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candid olive
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rip

undone crypt
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Hm

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What’s the answer 😭

candid olive
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type .reopen

undone crypt
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.reopen

frigid sundialBOT
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candid olive
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well if i told you the answer that’d wouldn’t be helping you

undone crypt
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Fine

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Ok so how would we multiply c

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X

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@candid olive

candid olive
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which will be multiplied by 2nx^2 and result in somethingx^2?

undone crypt
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The 2nd parenthesis @candid olive

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I haven’t done the foil problem In forever 💀

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Tho I think I remember some things

candid olive
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do you at least know how to multiply out the two sides?

undone crypt
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First outer inner last

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I think so

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But what is the value of x

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If I’m multiplying that in

candid olive
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(first + second)(third + fourth)
first * third + first * fourth + second * third + second * fourth

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so multiply $x2nx^2+x1+262nx^2+261$

karmic cometBOT
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FearMeNons

undone crypt
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Lord have mercy

candid olive
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what’s confusing

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or just look at what will be in the x^2 position

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first one will be x^3 position for example

undone crypt
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Wait so 2nx1^2+x1+52nx^2+26

candid olive
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because it’s 2nx^3

undone crypt
candid olive
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yes

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well technically the first one is 2nx^2 not 2nx1^2 that’d be 2nx but the first one doesn’t matter

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wait i mean the first one is 2nx^3

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mb

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so which one is in the x^2 position

undone crypt
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Wym

candid olive
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$2nx^3+x+52nx^2+26$

karmic cometBOT
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FearMeNons

candid olive
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which one is being multiplied by x^2

undone crypt
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The 2nd

candid olive
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third?

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2nd is x

vivid grove
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Can you simplify without n and compare with n and without?

candid olive
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you set the 52nx^2=-520x^2

undone crypt
candid olive
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wait should be -52nx^2 because there’s a negative on the outside of the ()

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$-52nx^2=-520x^2$

karmic cometBOT
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FearMeNons

candid olive
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you can get rid of the x^2’s and solve for n

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you could also do latex $6x^3-2nx^3=-14x^3$ but we’ll just stick with this

undone crypt
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Ok

karmic cometBOT
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FearMeNons

undone crypt
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Then what?

candid olive
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$-52n=-520$

karmic cometBOT
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FearMeNons

candid olive
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so just divide to get n alone

undone crypt
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I get -572

candid olive
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huh

undone crypt
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The heck

candid olive
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you divide -520/-52

undone crypt
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This calculator buggin

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-10

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@candid olive

candid olive
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negatives cancel though

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-1/-1 is 1

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so should be 10

undone crypt
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Ok

candid olive
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do you understand how we got here?

undone crypt
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It’s very difficult

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I’ve never understood polynomials

candid olive
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I struggled at first but if you practice it can become very easy

undone crypt
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Are you able to show the work step by step and explain it so I can get an idea

candid olive
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sure

undone crypt
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Ok

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Tag me when u have?

frigid sundialBOT
#

@undone crypt Has your question been resolved?

frigid sundialBOT
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candid olive
#

I’ll do the -14x^3 one because now that I think about it it’s probably easier.
In order to find n we need to find something that corresponds between the product and the factors so need to have components with x^3 attached to them. we know on the left it's 6x^3, so need know what on the right side of the equation produces something with a x^3 attached to it. so if we foil out the right side we get 2nx^3+... and subtract it because there's a minus between the left and right side of the equations, so we need to know what is n so that we get a product of -14x^3. so we take latex $6x^3-2nx^3=-14x^3\\ -6x^3 -6x^3\\ -2nx^3=-20x^3\\ \frac{-2nx^3}{-2x^3}=\frac{-20x^3}{-2x^3}\\ n=10$
You should probably work on foiling so you can expand quadratics.

frigid sundialBOT
#

Please don't occupy multiple help channels.

karmic cometBOT
#

FearMeNons

candid olive
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@undone crypt

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sorry I took so long

undone crypt
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Oh ok

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It’s fine

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Still trying to do the rest

candid olive
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Maybe your teacher can help you more

undone crypt
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I’m so tired 🥱

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It’s hw lol @candid olive

candid olive
undone crypt
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No

candid olive
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alrighty

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can i close the channel?

undone crypt
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That’s fine

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I’ll probably ask for help with other people so you get some sleep too

candid olive
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alright

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.close

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simple ravine
#

Ok so I need help with this limit

frigid sundialBOT
simple ravine
#

Its 0 right?

proper arrow
#

what is the first symbol?

craggy maple
simple ravine
hushed wedge
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$\lim_{x \to -\infty} e^x(x^2 - 4x + 5)$

karmic cometBOT
hushed wedge
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is that what your picture says?

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if so then yes this is zero

craggy maple
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Shouldn’t it be infinite?

simple ravine
hushed wedge
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so e^x approaches 0 and does so faster than any polynomial

craggy maple
#

Ohh i see

proper arrow
#

technically indeterminate, but after some work, yes 0

craggy maple
simple ravine
#

Thanks

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Thats all folks

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jagged leaf
#

Do I have to figure out the value of a for me to answer the following ratios?

ember tulip
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no

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in the trig ratio you'll be dividing a side by another

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like opposite/hypotonuse

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so the a will cancel out

jagged leaf
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If it'll be cancelled out what will happen to the adjacent of 60°?

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Ah then what is this given about?

onyx flint
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?

jagged leaf
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I mean why are there two answer tan (30°) and rationalizing it

onyx flint
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when your denominator is irrational, you have to rationalize it

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well it's better to be rationalized

jagged leaf
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Oh ok

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Thank you

#

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dusky pasture
#

How do I determine the number of permutations of order 4 in group of S5?

frigid sundialBOT
#

@dusky pasture Has your question been resolved?

dusky pasture
#

<@&286206848099549185> 👉🏻👈🏻

dusky pasture
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worn gull
#

i need some help on how to set up the intergrals for part c
i've looked through some of my lecture notes but im not too sure on how to get the bounds specifically

frigid sundialBOT
#

@worn gull Has your question been resolved?

worn gull
#

<@&286206848099549185>

worn gull
#

if you mean the f_X(x) and f_Y(y) then i have them already

#

tbh just some resources on how to solve this sort of problem would be helpful enough
i dont need to be walked through this example specifically

#

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simple ravine
#

so im not sure how to PROVE this is true

frigid sundialBOT
simple ravine
#

Show that [[(𝑝 ∧ 𝑞) → 𝑟] → 𝑠] → [(𝑝 → 𝑟) → 𝑠] is always true.

#

without having the implication of it being true

#

so like i know that is true unless [(𝑝 → 𝑟) → 𝑠] is false and [[(𝑝 ∧ 𝑞) → 𝑟] → 𝑠] is true

#

but im not sure how im supposed to prove that its true without just attributing s=T or s=F and see what happens

frail garnet
#

assume otherwise

simple ravine
frail garnet
#

which means [(𝑝 → 𝑟) → 𝑠] is false and [[(𝑝 ∧ 𝑞) → 𝑟] → 𝑠] is true

simple ravine
#

honestly i think im just too lazy to do this problem

#

because the truth table for it would be immense

frail garnet
#

if (𝑝 → 𝑟) → 𝑠 is false then (𝑝 → 𝑟) is false and 𝑠 is true

#

which implies p is false and r is true

simple ravine
#

i can assume 𝑠 ≡ F, and either 𝑝 ≡ F or 𝑞 ≡ F

#

and then that 𝑠 ≡ F, 𝑝 ≡ T, and 𝑞 ≡ T

#

oh

frail garnet
simple ravine
#

thanks

#

/close

#

.close

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obtuse marten
frigid sundialBOT
#

Please don't occupy multiple help channels.

ashen echo
#

what do you know about factorials?

obtuse marten
#

nvm i think. igot. it

#

its 210 right

#

if it is could you help me with

lament lava
obtuse marten
#

what

lament lava
#

Wait i missed a part of the question that said “three”

supple parcel
#

So boring

lament lava
#

So you might be right

obtuse marten
#

k

#

could

#

u guys help me with the other one

obtuse marten
obtuse marten
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stone coyote
frigid sundialBOT
stone coyote
#

Hey, I can't understand where I made my mistake

#

I feel like I solved it differently

#

however, it should be correct

#

The second one is the solution

#

and the first one is mine

sweet wren
#

Replicated a 1/2

#

On (1/2) ∫ x/2 dx

stone coyote
#

this part?

proper arrow
#

yes

stone coyote
#

ah

#

so I wrote it twice

#

thank you so much!

#

I solved it finally!

#

Thank you so much

#

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stone coyote
#

would it be correct to write like this?

frigid sundialBOT
stone coyote
#

the solution is here, but I solved it a bit differently

hearty flare
#

it’s power rule

#

integral 1/u du is a special case because it gives (x^0)/0 which is undefined

stone coyote
#

oh so it's incorrect?

#

sorry I didn't know

signal condor
#

Try differentiating $\ln(u^2)$ to convince yourself it's incorrect

karmic cometBOT
#

iCaird

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bronze mica
frigid sundialBOT
junior radish
#

Just use the volume of a cylinder formula

bronze mica
#

I know

#

I got it already

#

54 in

#

The size of my dick

#

.close

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grave hound
#

I feel like I'm forgetting stuff and I'm getting really really stressed

grave hound
#

How'd I even do this

haughty falcon
#

,rotate

karmic cometBOT
grave hound
#

Would u find difference between one and 2

#

Then apply to 3

dull lake
#

$$\frac{2x-15}{x} = \frac{x}{x+18}$$

karmic cometBOT
#

Denver Crossbourne

dull lake
#

I think you'd do this and then solve for x

#

The sides are equal because you're multiplying the terms of the geometric sequence by same thing, there is a common ratio

grave hound
#

?

dull lake
#

I could be wrong though, hopefully someone can confirm

#

It's been over 15 minutes, you can ping helpers

grave hound
#

Ty

#

<@&286206848099549185>

frigid sundialBOT
#

@grave hound Has your question been resolved?

grave hound
#

<@&286206848099549185>

grave hound
frigid sundialBOT
#

@grave hound Has your question been resolved?

dull lake
#

Do you know what a geometric sequence is?

frigid sundialBOT
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torn wind
#

whats a good technique for solving trig integrals? (yknow using the trig identities)

frigid sundialBOT
#

@torn wind Has your question been resolved?

dull lake
#

Idk if there's a general technique, I'd say just do a lot of practice problems and look up techniques that are specific to the kind of integrals

#

Could take a look at this link, might be helpful

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#

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unreal drift
frigid sundialBOT
unreal drift
calm geyser
#

@unreal drift you would need to find least greatest factor then you wi find the answer

unreal drift
#

ah thank you :))

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novel quiver
frigid sundialBOT
novel quiver
#

Please someone help me to solve this question.

#

If the restrictions has not been imposed to put list in alphabetic order. The answer would be 11C6.

#

But here how to solve it? 🙂

amber carbon
#

Since we are discarding all combinations that are NOT in order, Combinations are the way to go

#

$\binom{7}{6}$

#

pft, knew I didn't remember the code. there we go

karmic cometBOT
#

Disorganized

amber carbon
#

the weird thing about all this is that order definitely does matter, but we can reduce the problem to just CHOOSING the letters involved...since they must always be ordered alphabetically (only one way to order what we chose). Understand?

novel quiver
#

Got it.

#

Thank you 🙂 @amber carbon

#

.close

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novel quiver
#

.reopen

frigid sundialBOT
#

novel quiver
#

You were typing something @amber carbon

#

Please go ahead 🙂

amber carbon
#

just a comment

#

how polite! thank you

#

"You will never be bored in Combinatorics"

#

they all seem mysterious

#

and when they turn out to be simple, they're even better

#

that's it.

#

🙂

novel quiver
#

Thank you for this insight 🙂

amber carbon
#

having said that

#

it feels...like something's wrong here

#

💩

#

ok, let's see if there's really only 7 ways

#

ohhh

#

that was WITHOUT repetition.

#

ok, so we need to deal with that

#

btw (stalling)

#

"7C6" is the number of ways to choose 6 elements from the set of 7 to be included,
AND the number of ways to pick the ONE element that is discarded.
...but you probably remember that

#

oh. I know

#

it's the "buckets"

#

or the dividers. Buckets and dividers.

#

let me draw a picture

#
_!_!_!_!_!_
novel quiver
amber carbon
#

we have n=6 spaces we need to fill, and at most n-1 = 5 dividers

#

we can move the dividers according to the number of distinguished buckets we have

#

for example, say we chose only 4 distinct letters.

#

then there should only be 4 buckets

#

ugh...lol

novel quiver
#

Yes, Gotcha.

#

Thank you for your help 😀 @amber carbon

amber carbon
#

was this help? lol

#

I'm not sure how to proceed here

#

I am not sure if the previous logic is compatible with this visualization now

#

oh wait

#

(maybe)

#

if we did this FIRST

#

we can choose the letters last...

#

...meaning we can choose them first...by commutative property 🤔

#

so I guess that still holds

novel quiver
#

It would be:

#
_|_|_|_|_|_|_
#

13C6

amber carbon
#

"bars and stars"

#

maybe, hang on

novel quiver
#

Yes, Bars and stars 🙂

novel quiver
#

Thank you for sharing this book. It looks beautiful.

#

Do you any book like this for Probability?

#

I really like HTML versions 😀

amber carbon
#

I actually did order a book on combinatorics but...wait a min.

#

I think it's in the garage 😳

#

it's buried though 😒

#

lemme just peak if it's on top 👀

#

in the bin

novel quiver
#

Ohh. I am sorry.

#

If you have ordered online then you might be able to find book name in your mailbox.

amber carbon
#

gotcha

#

but no I can't find it in my garage

#

I thought I misplaced it before too

novel quiver
#

ohh.

#

I see.

#

😀

amber carbon
#

ok I got it

#

like, completely

#
A A A A A A
B B B B B B
C C C C C C
D D D D D D
E E E E E E
F F F F F F
G G G G G G
#

we can pick any 6 of these characters

#

and would need to divide out the repetitious characters...on a case-by-case basis

#

...and now I see that's where we're already stuck 😒

#

but it's stars-and-bars after that

#

we need helpers

#

<@&286206848099549185>

novel quiver
amber carbon
novel quiver
#

I can see that from here 😀

amber carbon
#

How can nobody want in on this problem? It's neat

#

let me talk to my boi

novel quiver
#

Okay 😀

amber carbon
#

(working on it)

novel quiver
#

Thank you :)

frigid sundialBOT
#

@novel quiver Has your question been resolved?

amber carbon
#

multiset

#

The number of 6-symbol multisets chosen from 7 symbols (with repetition), where order is unimportant, is

#

$\binom{k+n-1}{k}$

karmic cometBOT
#

Disorganized

amber carbon
#

$\binom{6+7-1}{6}=\binom{12}{6} = 924$

karmic cometBOT
#

Disorganized

amber carbon
#

I think this is correct. It doesn't count alternative orderings of multisets. This means we assume symbols are in alphabetical order

#

btw, this is the out-of-the-box multiset formula. I just wanted to be more sure before I suggested it

#

was the solution provided to you in your textbook?

novel quiver
#

Thank you for putting so much effort for me.

#

Please convey my gratitude to your friend also.

#

If possible then would you please elaborate this line?

#
I think this is correct. It doesn't count alternative orderings of multisets. This means we assume symbols are in alphabetical order.
amber carbon
#

he didn't do shit

novel quiver
#

I see 😀

#

Still, he may have tried.

amber carbon
#

he layed on his bed and ate "wine cheese"

#

he showed me the book link

#

he's on audio with me

#

we are laughing about this

novel quiver
#

Hahaha

amber carbon
#

he was a little helpful

amber carbon
#
[a,b]
[b,a]
#

we can arrange a set of two symbols 2 ways

#

if we don't care about the order, we would only need to count one of these cases

#

here's a better example. Say we have 3 symbols {a,b,c} and want to count the number ways to make a set of 2 symbols from this.

#

if order matters, there are 3P2 ways to do this

#
[a,b], [b,a],
[a,c], [c,a],
[b,c], [c,b].
novel quiver
#

Yes, order doesn't matter.

#

So, it will also solve an issue of alphabetic order.

#

Gotcha.

#

Thank you for putting so much effort for me.

#

I am very grateful to you ☺️

amber carbon
#

I was gonna try and show that this isn't as simple as cutting the number of counts in half for combinations

#

but it's tedious and we have done this a while, huh?

#

lol

#

sorry this took me so long

#

I am going primarily by the definition of what a multiset is/does

#

to justify it's straight-up use

#

in this situation

#

I am glad I could help

#

good night

novel quiver
#

Yes, good night ❤️

#

.close

frigid sundialBOT
#
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fathom hollow
frigid sundialBOT
fathom hollow
#

I'm confused on this question, how do you find the table without converting it to exponential form?

#

I was in class (these are my teacher's notes) and she was doing it without making it x/3 = 2^y first

#

Talking about #1 here

buoyant spruce
buoyant spruce
buoyant spruce
buoyant spruce
fathom hollow
#

The one in the notes?

buoyant spruce
#

no i meant the way u said

fathom hollow
#

Calculator or calculus?

buoyant spruce
#

calculator, yeah.

fathom hollow
#

Oh

#

Alright so you're saying she probably just memorized it?

#

My teacher

buoyant spruce
#

yes prolly that's just a stupid way

buoyant spruce
#

just makin it long unnecessarily when u could solve it easily in the way u mentioned

fathom hollow
#

Got it

#

I'll close the ticket now?

buoyant spruce
#

alright bud

fathom hollow
#

.close

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#
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fast nimbus
#

I don't get it, I have to Simplify this in the simplest form but idk what to do

white bridge
#

,rotate 270

karmic cometBOT
white bridge
#

$$\frac{x}{3-5\sqrt5}-\frac{2+3\sqrt{2}}{1}$$

karmic cometBOT
#

Chunkin

fast nimbus
#

Don't we have to multiply the denominators so we can minus them?

#

<@&286206848099549185>

frigid sundialBOT
#

@fast nimbus Has your question been resolved?

fast nimbus
#

Literally no help

#

Thanks

#

.close

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gloomy pewter
#

in probability, i often get confused where to use the bayes theorem. any tips? this is not exactly a question, its more of a ask for guidance on approach of the question

elfin spire
#

You almost always use it when there is more the 1 variable involved in a probability and the variables are independent

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#

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