#help-10

1 messages · Page 73 of 1

gritty carbon
#

perfect

#

and if we know part of B's angle is 120

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then what is the other part of B's angle?

low frost
#

60

gritty carbon
#

perfect

low frost
#

So that means ABC would be 60

gritty carbon
#

okay

#

correct

#

now we need to find the angle

#

ACB

#

i think you can do that one

low frost
#

50

gritty carbon
#

yep

#

so with that information

#

what do you think angle ACD is ?

#

remember the straight lines

low frost
#

120?

gritty carbon
#

not quite

low frost
#

Hmm

#

130?

gritty carbon
#

perfect

#

the entire straight line

#

adds up to 180 degrees

#

therefore, 50 + (something) = 180

#

which is 130, correct

low frost
#

Okay

gritty carbon
#

it will always add up to 180

#

notice how in this image, 45 and 135, add up to 180

low frost
#

Yes

minor hamlet
gritty carbon
#

it's better to not teach shortcuts when he isn't comfortable with the absolute basics

#

or she

#

and the other interior angle isn't 50

#

don't know where you're getting that from

#

or you're talking about the newly found one

minor hamlet
#

Meant to say 60

gritty carbon
#

sorry

#

yeah but okay

minor hamlet
#

Read it as 50

gritty carbon
#

anyway

#

if the op isn't familiar with angles of straight lines

#

teaching shortcuts isn't going to help

#

but thanks anyway

#

in all honesty i forgot that as well haha

low frost
gritty carbon
#

don't get confused meir

#

just remember the basics

#

an angle on a straight line, will always be what??

low frost
#

180

gritty carbon
#

what is the angle of c here meir

low frost
#

147

minor hamlet
#

127

gritty carbon
#

not quite

#

doctor my bro

#

with all due respect, not asking you haha

minor hamlet
#

Oh, nvm, I should leave

gritty carbon
#

i'm trying to get him/her to think for themselves

low frost
#

Oops

#

My bad

#

Lolol

gritty carbon
#

what's the angle of x here?

low frost
#

97

gritty carbon
#

yes

#

lets do this one

#

what's the angle of x?

low frost
#

Hm

#

45?

gritty carbon
#

why do you think 45?

low frost
#

No

#

Wait

gritty carbon
#

don't get the 50 involved

low frost
#

35?

gritty carbon
#

it's not relevant for solving x

#

just look at the x

#

look at the 95

#

what do we know about the sum of those two?

low frost
#

They will add up to 95?

minor hamlet
#

Hold on, if I may interrupt, Meir, I'm curious about your way of thinking

gritty carbon
#

that's a silly question

minor hamlet
#

Tell me how you are getting these numbers

low frost
#

I got 35° because I added 35 50 and 95 together = 180

#

But I’m pretty sure that’s wrong

gritty carbon
#

okay so

#

let me give you one more question

#

i see why you're doing that

low frost
#

Okay

gritty carbon
#

but have a look at this

#

solve for x, and solve for y

low frost
#

Um

gritty carbon
#

the problem is that you think they're all connected

low frost
#

I’m not quite sure

gritty carbon
#

they're not

#

these two problems, are ones you've already solved

#

just break them up into their own sections

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cut the line in half

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imagine these were separated

low frost
#

X = 118? And y=150

#

?

gritty carbon
#

yes

#

i think you got confused when i said all angles on a straight line must add up to 180

#

what i meant by that was

#

any angle on a straight line will be 180

low frost
#

So

gritty carbon
#

these are all 180

low frost
#

If you were to break up the lines each one would 180

low frost
#

Hm

gritty carbon
#

imagine all of this wasn't there

#

all you knew was that there is a straight line

low frost
#

Okay

gritty carbon
#

and you know that there was an angle on this straight line

#

and a line dividing this angle

#

an angle on a straight line is what?

low frost
#

180

gritty carbon
#

so x + 95 needs to equal what?

low frost
#

180

#

Which would make x 85

gritty carbon
#

yes

low frost
#

Ok

#

And y would be 45?

gritty carbon
#

yes

low frost
#

That’s what I thought originally

gritty carbon
#

the biggest issue is that you're not too comfortable with how angles work

low frost
#

Yeah they aren’t my strong suit

gritty carbon
#

are you familiar with what the term right angle means?

low frost
#

Yes

#

An angle that is 90

gritty carbon
#

right

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so what does a right angle look like

low frost
#

looks like a capital L

gritty carbon
#

yeah

#

so imagine

#

that angle

#

was extended by 90 degrees

#

what would that look like?

low frost
#

A straight line

gritty carbon
#

exactly

#

anyway

#

i gotta go

#

but i feel as though your understanding improved a little

#

if you need a little more help, send me a friend req and i can help you when i'm free

low frost
#

Okay

#

Thank you so much

obtuse pebbleBOT
#

@low frost Has your question been resolved?

obtuse pebbleBOT
#
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obtuse pebbleBOT
#
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stiff shoal
#

hi

obtuse pebbleBOT
stiff shoal
#

tìm m để hạng ma trận A bằng 3 >>>>> Finding M for Rank A = 3.

#

how can I do that?

#

Pls help me

#

m is a11

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I turn m to Rows 1 to Rows3

#

<@&286206848099549185> Anyone here.

#

hi

#

<@&286206848099549185> liitle help pls.

#

🙂

#

,help

warm shaleBOT
#

A brief description and guide on how to use me was sent to your DMs!
Please use ,list to see a list of all my commands, and ,help cmd to get detailed help on a command!

stiff shoal
#

hi

stiff shoal
stiff shoal
cloud berry
stiff shoal
cloud berry
#

in 12th grade

stiff shoal
cloud berry
stiff shoal
#

Finding M for Rank A = 3. This math is about Linear Algenra.

stiff shoal
stiff shoal
cloud berry
#

and studying in foreign universities is out of my budget

stiff shoal
cloud berry
stiff shoal
stiff shoal
#

I study It in Viet Nam University.

cloud berry
#

|| i may sound rude but only 50 days are left for my enterance exam :(||

#

||i was just here for some hard questions||

stiff shoal
stiff shoal
cloud berry
#

but can study in hindi also

#

pls ask such in DM this place is for problem solving

timid silo
stiff shoal
timid silo
#

😔 don't know about rank

stiff shoal
timid silo
#

i have completed 12th trying for college

stiff shoal
stiff shoal
timid silo
#

yes

stiff shoal
timid silo
#

yes

stiff shoal
timid silo
#

Pre-calculus is Functions, Limits,Continuity, Differentiability some Vector 3-D and Matrices Determinants, Conic Section too

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and Inverse trigonometry

#

Calculus is in two parts Differential and Integral

stiff shoal
#

I study Calculus on university tomorrow. I think it is so difficult to study it. 😢

timid silo
#

If you follow logically and have conceptual understanding then it won't be

stiff shoal
timid silo
#

he was asking for tough questions

#

related to his exam

stiff shoal
stiff shoal
# timid silo it's for the other guy

In mathematics, the derivative of a function of a real variable measures the sensitivity to change of the function value (output value) with respect to a change in its argument (input value). Derivatives are a fundamental tool of calculus. For example, the derivative of the position of a moving object with respect to time is the object's veloci...

stiff shoal
obtuse pebbleBOT
#

@stiff shoal Has your question been resolved?

spiral knot
#

you need to prove that the rows are independent

stiff shoal
spiral knot
#

you know the rest Right ?

spiral knot
stiff shoal
stiff shoal
spiral knot
#

you need to prove that
$\begin{bmatrix}
m \ 1 \ 1
\end{bmatrix}
\ne
\alpha
\begin{bmatrix}
1 \ 2 \ 3
\end{bmatrix}
+
\beta
\begin{bmatrix}
1 \ 3 \ 6
\end{bmatrix}$

warm shaleBOT
#

Mehdi_Moulati

stiff shoal
#

Finding M for Rank A = 3

spiral knot
#

so solve the system :

$m \ne \alpha + \beta$

$1 = 2*\alpha + 3*\beta$

$1 = 3*\alpha + 6*\beta$

#

find the value of alpha and beta

warm shaleBOT
#

Mehdi_Moulati

stiff shoal
#

This problem exercise is on Linear Algebra.

stiff shoal
spiral knot
#

if you solve this system

#

you will find when that matrix is Rank = 3

stiff shoal
#

another method?

spiral knot
#

i found that the matrix is rank 3 if $m\ne \frac{2}{3}$

warm shaleBOT
#

Mehdi_Moulati

stiff shoal
stiff shoal
#

I preparing my mid-term exam on monday.

spiral knot
stiff shoal
stiff shoal
spiral knot
#

$\begin{bmatrix}
m \ 1 \ 1
\end{bmatrix}

\alpha
\begin{bmatrix}
1 \ 2 \ 3
\end{bmatrix}
+
\beta
\begin{bmatrix}
1 \ 3 \6
\end{bmatrix}$

warm shaleBOT
#

Mehdi_Moulati

spiral knot
#

so

#

we have that row 2 and 3 are indepentent

#

okay ?

stiff shoal
spiral knot
#

so the rank >= 2

stiff shoal
spiral knot
#

so we need to prove that the rows 1,2,3 are independent

#

so if we prove that
Row1 isn't equal to m*Row2 + k*Row3 where m and k are constant

#

the rank will be equal to 3

#

for example
if row1 = row2 + row3 then those rows are not independent

stiff shoal
spiral knot
#

the system of equation could be transform to matrix

#

look

#

(m 1 1)

#

is the first row in your matrix

#

1 2 3 is the second row

#

1 3 6 is the third

spiral knot
#

$\begin{bmatrix}
m \ 1 \ 1
\end{bmatrix}

\alpha
\begin{bmatrix}
1 \ 2 \ 3
\end{bmatrix}
+
\beta
\begin{bmatrix}
1 \ 3 \6
\end{bmatrix}$

warm shaleBOT
#

Mehdi_Moulati

spiral knot
#

then row1 = alpha * row2 + beta row3

#

so the row 1,2 and 3 are dependent

stiff shoal
spiral knot
#

first of all multiply alpha and beta by its row

warm shaleBOT
#

Mehdi_Moulati

$\begin{bmatrix}
 m \\ 1 \\ 1 
\end{bmatrix}
=
\begin{bmatrix}
 \alpha \\ 2\alpha \\ 3 \alpha
\end{bmatrix}
+
\begin{bmatrix}
 \beta\\ 3\beta \\6\beta 
\end{bmatrix}$
spiral knot
#

than make the sum of two vectors in the right

warm shaleBOT
#

Mehdi_Moulati

$\begin{bmatrix}
 m \\ 1 \\ 1 
\end{bmatrix}
=
\begin{bmatrix}
 \alpha + \beta\\ 
2\alpha + 3\beta\\ 
3 \alpha +  6\beta
\end{bmatrix}$
spiral knot
#

is it clear ?

stiff shoal
#

A (m,1,1) = X (a,2a,3a) + B (B,3B,6B)

spiral knot
#

you can replace alpha and beta by x and y

#

A = XB + YC

#

A = (m,1,1)
B = (1,2,3)
C = (1,3,6)

warm shaleBOT
#

Mehdi_Moulati

$\begin{bmatrix}
 m \\ 1 \\ 1 
\end{bmatrix}
=
\begin{bmatrix}
 X+ Y\\ 
2X + 3Y \\ 
3X +  6Y
\end{bmatrix}$
spiral knot
#

use the row number 2 and row number 3 to find the value of X and Y

stiff shoal
#

3+6=9

spiral knot
#

no

stiff shoal
#

2-3=1

#

3-6=-3

spiral knot
#

multiply the second row by 2

warm shaleBOT
#

Mehdi_Moulati

$\begin{bmatrix}
 m \\ 2 \\ 1 
\end{bmatrix}
=
\begin{bmatrix}
 X+ Y\\ 
4X + 6Y \\ 
3X +  6Y
\end{bmatrix}$
spiral knot
#

if you subtract the second row from the third

#

you will find the value of X

warm shaleBOT
#

Mehdi_Moulati

spiral knot
#

so X = 1

stiff shoal
#

3x-4x = -x, 6y - 6y = 0

spiral knot
#

yeah

#

now if we replace x by 1 (in the third row ) 1 = 3X + 6Y

#

we will get the value of Y

stiff shoal
#

1 = 3 (1) + 6 Y

#

1 = 3 + 6 y

#

1-3 = 6y

#

-2=6y

#

-2 / 6 = y

#

-3 = y

spiral knot
#

no

#

y = -1/3

warm shaleBOT
#

Mehdi_Moulati

spiral knot
#

now since we have values of X and Y we can find the value of m

stiff shoal
#

m = 1 + -1/3

#

m = 2/3.

spiral knot
#

correct

#

so if m = 2/3 then A = B + -C/3

#

then A,B and C will not be independent

stiff shoal
stiff shoal
spiral knot
#

let say i have 3 vectors (A,B and C)

#

if A,B and C are dependent then i could write one of them using 2 other vector

#

if A = (1,1,1) ,B = (1,2,1) , C = (2,3,2)

#

C = A + B

#

so A , B and C are dependent

#

and since A and B are independent

#

the rank of the matrix will be 2

#

same thing with our problem

#

if m = 2/3 than A will be depend on B and C (A = B + (-1/3) C ) => rank =2

#

but i want rank = 3

#

so m must not equal to 2/3

stiff shoal
#

M is not a11.

spiral knot
#

like this ?
$\begin{bmatrix}
1 & m & m\
m & m & m\
m & m & m
\end{bmatrix}$

stiff shoal
#

M is in each places. It is the example

#

yes. I mean that

#

We use the formula A = XB + CY likes this in m

spiral knot
#

yeah

stiff shoal
#

A = 1,1,1 B = 1,m,3 C = 1, 3, 6 like this

#

B = XA +CY

spiral knot
#

yeah

#

the same method

#

before this

#

you need to verifier if A depend on C or not

stiff shoal
#

1,m,3 B = 1,1,1 X + 1,3,6 Y

stiff shoal
spiral knot
#

the same method

#

A=XC

#

if it is true then A depend on C

stiff shoal
spiral knot
#

if A is a null vector ?

#

yeah because X = 0

#

what did you find for this A=XC ?

stiff shoal
stiff shoal
spiral knot
#

i multiply by 2 to have 6y in the second rows

#

because 6y is already in the third

#

so if i subtract the second row from the third will help me to find the value of X

#

are you trying with this "A= CX",right ?

stiff shoal
#

rows 2: m = 1x +3y

stiff shoal
#

I think it is useful (tricks, and shortcut instead gauss-jordan elimation) for the multiplies choices on middle-term test on monday.

static quartz
spiral knot
#

you made a mistake in the Second Rows

stiff shoal
#

m = 1 + 3y is in the First Rows?

spiral knot
#

when you substract the first row from the second

warm shaleBOT
#

Mehdi_Moulati

spiral knot
#

$\begin{bmatrix}
1 \ m - 1\ 3 - 1
\end{bmatrix}

\begin{bmatrix}
X+ Y\
(X-X) + (3Y - Y) \
(X-X) + (6Y - Y)
\end{bmatrix}$

warm shaleBOT
#

Mehdi_Moulati

spiral knot
#

just read about "gauss-jordan elimation"

#

anything you did to the right side you must do it to the left side

#

the second line = the second line minus the first line

#

the third line = the third line minus the first line

#

so the result is :
$\begin{bmatrix}
1 \ m - 1\ 2
\end{bmatrix}

\begin{bmatrix}
X+ Y\
2Y \
5Y
\end{bmatrix}$

warm shaleBOT
#

Mehdi_Moulati

stiff shoal
#

mutiply rows?

spiral knot
#

X + 3Y - (X + Y) = 2Y and m - (1) = m-1

#

X + 6Y - (X+Y) = 5Y and 3 - (1) = 2

spiral knot
stiff shoal
#

I see

spiral knot
#

so we have 5Y = 2 in the third line

#

so Y = 2/5

#

now replace y by its value to get the value of m

stiff shoal
#

how about x?

spiral knot
#

our concern is the value of m

stiff shoal
#

m=-4/5

static quartz
spiral knot
#

m - 1 = 2Y
= 2 * 2/5 = 4/5
so
m - 1 = 4/5 <=> m = 4/5 + 1
= 9 / 5

#

so the matrix is rank = 3 when m not equal 9/5

stiff shoal
spiral knot
#

A,B and C dependent if m = 9/5

#

so A,B and C are independent if m not equal to 9/5

stiff shoal
stiff shoal
spiral knot
#

the rank is "how much vectors of a matrix are independent"

stiff shoal
spiral knot
#

yeah

stiff shoal
#

I want to see what they go

#

This is the tough for me. Finding m, a on rank, or inverse

stiff shoal
#

It is 1:45 A.M. I need to sleep on bed.

#

.close

obtuse pebbleBOT
#
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Use .reopen if this was a mistake.

stiff shoal
#

.reopen

obtuse pebbleBOT
#

stiff shoal
#

.close

obtuse pebbleBOT
#
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#
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vagrant compass
obtuse pebbleBOT
vagrant compass
#

i dont understand the last steep

#

step

thick fog
#

the cross product basically distributes and it is anticommutative so they flipped the signs

#

also a cross a is 0

vagrant compass
#

i dont understand

open sorrel
#

use the linearity of cross products and the geometric definition of cross producs to see.

vagrant compass
#

...

open sorrel
#

if you can't get that with mental calculations, you will expand it on paper at least once in your life to see

obtuse pebbleBOT
#

@vagrant compass Has your question been resolved?

obtuse pebbleBOT
#
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barren trench
obtuse pebbleBOT
barren trench
#

am i missing something or can this not be simplified more

#

u could do *7x to make 14x but the answe its asking for theres no 14x as an option

timid silo
#

x can be cancelled

#

2/7 is the simplest form

barren trench
#

oh xD ngl forgot abt canceling out

#

.close

obtuse pebbleBOT
#
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still parcel
#

@drifting badger kan du hjælpe?

obtuse pebbleBOT
#

@still parcel Has your question been resolved?

obtuse pebbleBOT
#

@still parcel Has your question been resolved?

still parcel
#

How

obtuse pebbleBOT
#

@still parcel Has your question been resolved?

hybrid gull
obtuse pebbleBOT
#
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Ask your math question in a clear, concise manner.
Show your work, and if possible, explain where you are stuck.
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frozen aurora
#

Hi I need help learning factoring. Would anyone be able to help me? I've been trying to study by myself but I am stuck, I don't get it.

hybrid gull
#

Do you have example problems?

#

You can find tutorials on factoring on YT

frozen aurora
#

I have a sample of the exam I will do

frozen aurora
hybrid gull
#

That’s good

frozen aurora
#

But I am stuck.

#

Anyway

#

If it is not possible it is okay

#

I'll keep trying 🙂

hybrid gull
#

You’re good 🙂

#

Feel free to send examples

#

Maybe try some

frozen aurora
#

I scored 25%

#

I need 65%

tardy epoch
frozen aurora
#

Oh the PDF didn't work?

#

I'll send photos

hybrid gull
#

Do one at a time 👍

frozen aurora
tardy epoch
hybrid gull
#

1 is correct

frozen aurora
#

Sorry

#

I'll send just the incorrect onse

#

ones

hybrid gull
#

It looks like you’re getting these right, you just need to go as far as you can

frozen aurora
#

Like these ones here are the ones I really get lost

hybrid gull
hybrid gull
hybrid gull
frozen aurora
#

I see

#

I don't know multiplication table so I always get lost

#

Anyway

frozen aurora
#

.close

obtuse pebbleBOT
#
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wide jackal
#

How would I differentiate this?

obtuse pebbleBOT
hybrid gull
#

Do you have any ideas? You have one function divided by another

wide jackal
#

Yeh i was using quotient rule

#

But idk if I can simplify my answer further

hybrid gull
#

Do you have work?

hybrid gull
wide jackal
warm shaleBOT
#

tushar

obtuse pebbleBOT
#

@wide jackal Has your question been resolved?

wide jackal
#

OH LMFAO IM SO DUMB

#

TY

obtuse pebbleBOT
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near timber
obtuse pebbleBOT
near timber
#

I found R(x) and know R=px but that’s it

obtuse pebbleBOT
#

@near timber Has your question been resolved?

near timber
#

<@&286206848099549185>

obtuse pebbleBOT
#

@near timber Has your question been resolved?

near timber
#

NOOO AHHHH

#

.close

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dawn helm
#

Figure out the smallest non-negative integer r so that:

3^43 + 17 ≡ r (modulo 16)

I don't know where to start, please help

lilac pebble
#

Try using loga

#

Logs*

#

Look into what logs does to r

#

Think about what base you should use

dawn helm
#

I know the start is 3^4 = 81 ≡ 1 (mod 16)

#

but I dont know how to continue

obtuse pebbleBOT
#

@dawn helm Has your question been resolved?

obtuse pebbleBOT
#

@dawn helm Has your question been resolved?

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tacit briar
#

Two $6$-sided dice, one red and one green, are rolled. What is the probability that the red die shows an odd number and the green die shows a number that is a perfect square?

tacit briar
#

i got 1/9 for this question

#

P(red die shows an odd number) = 1/2

#

P(green die shows a perfect square) = 8/36

#

multiply both together to get 1/9

gilded needle
tacit briar
#

is anything in my approach wrong?

tacit briar
# gilded needle how did you get 8/36

by creating the 36 outcomes of the 2 die. by doing that i get pairs (1, 1), (1, 4), (2, 2), (3, 3), (4, 1), (4, 4), (5, 5), and (6, 6) as perfect squares

#

which adds up to 8

gilded needle
#

no

tacit briar
#

and there is a total of 36 outcomes

#

whats wrong about this?

gilded needle
#

that's not what P(green die shows a perfect square) means

#

green die is just one die

#

not the sum of two dice

tacit briar
#

oh snap

#

would it just be 1 and 4?

gilded needle
#

yep

tacit briar
#

ohhhhhhhh

#

im stupid

#

which is 2/6

gilded needle
#

nah, you just misinterpreted

tacit briar
#

multiply that by 1/2

gilded needle
#

yep

tacit briar
#

to get 1/6

#

yeah i misinterpreted

gilded needle
#

1/6 is correct

#

assuming the two dice rolls are independent

#

which is a natural assumption

obtuse pebbleBOT
#

@tacit briar Has your question been resolved?

#
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mortal sun
#

where is the 4 coming from on the far right side?

cloud berry
#

54 + 3* 54 = 4* 54

dark mango
mortal sun
#

where did 45 come from

#

oh

cloud berry
#

😅

dark mango
mortal sun
mortal sun
#

oh wait nvm

#

im stupid

#

got it thanks

#

.close

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obtuse pebbleBOT
#

@timid silo Has your question been resolved?

obtuse pebbleBOT
#

@timid silo Has your question been resolved?

obtuse pebbleBOT
#

@timid silo Has your question been resolved?

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smoky trout
#

Can someone help me

obtuse pebbleBOT
smoky trout
timid silo
#

have you tried something?

quaint glen
#

thinkies what is r

thick oracle
#

abcd looks like a square

#

right

timid silo
smoky trout
#

Yes

quaint glen
#

no like

pliant compass
smoky trout
#

Square is 6

quaint glen
#

what geometric part

#

of the shape is r

quaint glen
smoky trout
#

R= radius

timid silo
thick oracle
#

is abcd a square or not

smoky trout
thick oracle
#

good

smoky trout
thick oracle
#

if you know the radius

smoky trout
#

Radius is 6

thick oracle
#

what can you find in a circle?

pliant compass
timid silo
smoky trout
#

i cant understand maths

#

idek whats the formula

timid silo
#

give it a try

#

it's not that hard

smoky trout
#

where do i even start bruh😭

thick oracle
#

i'll tell you

smoky trout
#

deadass just have the number 6

thick oracle
smoky trout
thick oracle
#

yes

#

very good

#

so whats the area

smoky trout
#

6?

thick oracle
#

no

tranquil quiver
#

you can start by recognising what the shaded area is composed of

timid silo
tranquil quiver
#

given the area of the circle and the area of the square could you find the shaded area @smoky trout ?

smoky trout
#

idk how to do that

tranquil quiver
#

lets try this

thick oracle
#

look

tranquil quiver
#

what if the top half of the circle is part of the shaded area

smoky trout
#

OH

#

3? 😭😭

#

am i dumb

tranquil quiver
#

you need to slow down

#

before jumping into numbers and calculations

smoky trout
#

ok ok pk

tranquil quiver
#

understand what you are doing

smoky trout
#

yes

fair monolith
#

do u know how to calculate the area of a circle

smoky trout
#

yes im listening sorry

smoky trout
tranquil quiver
#

so say the top half of the circle is included in the shaded area

fair monolith
#

do you know how to calculate the area of a square

tranquil quiver
#

then what shape is the shaded area

smoky trout
#

ok yes

smoky trout
fair monolith
#

notice how a part of the circle is in the square

tranquil quiver
#

exactly

timid silo
fair monolith
#

alr

tranquil quiver
#

and calculating the area of a square is quite easy right?

smoky trout
#

its just sxs right

tranquil quiver
#

so if you could calculate the area of the part we temporaily added (top of the circle)

tranquil quiver
tranquil quiver
#

you would have the shaded area

#

does that make sense?

smoky trout
tranquil quiver
#

we will get there

smoky trout
#

so how do get the area of the square😭

tranquil quiver
#

so first we need to find the side length of the square right?

smoky trout
#

yes

tranquil quiver
#

now in the picture what can you see about the bottom side

#

one of the sides of the square is just the diameter of the circle right

smoky trout
#

wait so would the sides be 6? 🧍‍♀️

thick oracle
#

no

tranquil quiver
thick oracle
#

here

tranquil quiver
#

the bottom side is the diameter of the circle right?

smoky trout
#

God😭

thick oracle
#

maybe this helps

tranquil quiver
#

do you understand this part

smoky trout
#

i think

tranquil quiver
#

and do you know the relationship between diameter and radius in a circle

tranquil quiver
#

okay

smoky trout
#

it’s because i did online school for gr 8 and i never joined casses

#

classes

fair monolith
#

oh.

tranquil quiver
#

radius is from the midpoint to the edge

smoky trout
#

so now im in grade 9 and have no idea how to do basics

tranquil quiver
#

and the diameter is just 2 times the radius

smoky trout
fair monolith
#

id recommend that u solidify your knowledge on areas of figures after this

tranquil quiver
# smoky trout ok ok

yeah notice if u draw a line from the centre to any edge it will be the same length

tranquil quiver
tranquil quiver
#

ah i gotta go for dinner someone else help 😔

smoky trout
#

so the diameter of the circle is 12

fair monolith
#

k

#

yeah

tranquil quiver
#

good luck

smoky trout
fair monolith
#

yeah

#

so what's the area of the square

smoky trout
#

144?

fair monolith
#

yeah

#

now notice how half of the circle is in the square part

#

so we'll have to subtract a half of the area of the circle

#

cause the half of the circle in the square is not shaded

smoky trout
#

so divide 144 by 2

fair monolith
#

no not like that

#

do you know the formula for area of a circle

smoky trout
#

A=r2

#

? 😭

#

im guessing atp

fair monolith
#

R2?

#

its pi times r squared

#

where r is the radius

#

so in this case the radius is 6

#

so what would the area be

smoky trout
#

okay yes

#

😁

#

IDK

fair monolith
#

the radius is 6

smoky trout
#

yes

fair monolith
#

what is 6 squared

smoky trout
#

36

#

NO

#

wait

fair monolith
#

yea

smoky trout
#

oh yes it is

fair monolith
#

so the area is pi times 36

smoky trout
#

nvm

fair monolith
#

and cause half the circle is in the square

smoky trout
#

tf is pi💀

fair monolith
#

3.14

#

22/7

#

$\pi$

warm shaleBOT
#

satvik.

fair monolith
#

that thing

smoky trout
#

yes okay

strong atlas
#

i need some help with a puzzle

fair monolith
#

this channel is already taken

smoky trout
fair monolith
smoky trout
#

OHHH

fair monolith
#

you need to divide it by 2 to get the area of half the circle

#

and then

#

subtract it from 144 cause the half of the circle is not included in the square

#

so your final answer would be

#

$144 - ((\pi 36)/2)$

warm shaleBOT
#

satvik.

fair monolith
#

the pi and 36 are being multiplied together

#

and the whole thing is being divided by 2

smoky trout
#

god😭😭

#

okay

#

i needa fr study after this

fair monolith
#

ok

smoky trout
#

thank you tho

#

sm

fair monolith
#

np

#

close the channel with .close

smoky trout
#

pkay okay i will

#

im just writing the notes quickly

#

.close

obtuse pebbleBOT
#
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sage dagger
#

for part B, how do i use sides bc and ab to find phi and theta

sage dagger
#

do i just use pythagoras on bc and ab

#

to get hyp

dark mango
#

dude i told u how to do this before lol

sage dagger
#

yeah lmfao

#

but

#

wtf do i do with hypotenus

dark mango
#

huh?

#

you can use pythag yeah

sage dagger
#

2.4 is hypotenuse for the bc

#

so itll be the same for ab right

dark mango
#

,w root(20)

warm shaleBOT
sage dagger
#

oops

#

i forgot to add squared

#

mb

dark mango
sage dagger
#

so 4.4cm is the hypotenuse for this

dark mango
#

yeah

sage dagger
#

do we also find the angle for bc?

dark mango
#

leave it as root(20) when ur doing ur calculations so u dont have rounding errors

dark mango
#

wait

sage dagger
dark mango
#

i mean

#

yea

#

find that and the other one

#

next to theta

#

and then just do 90 - (angle1 + angle2)

#

we went over this lol

sage dagger
dark mango
#

yes

#

AD isnt an angle but ik what u mean

sage dagger
#

so i just find phi first then to find bd

dark mango
#

what

#

just do 90 - (2phi)

sage dagger
#

ok

#

am i using inverse tan then

#

to find angle

dark mango
#

yeah i guess

#

u didnt need hypotenuse then actually lol

sage dagger
#

oh right

#

26.5 is the angle

dark mango
#

cool

sage dagger
#

so 37

#

ight cool

#

ty

#

also

#

for c

#

do you think im supposed to find x

#

or the whole adjacent side

obtuse pebbleBOT
#

@sage dagger Has your question been resolved?

dark mango
#

well if the questions asking to find the value of x you find x lol

obtuse pebbleBOT
#
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After 15 minutes, feel free to ping <@&286206848099549185>.
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little lynx
obtuse pebbleBOT
#

@little lynx Has your question been resolved?

obtuse pebbleBOT
#

@little lynx Has your question been resolved?

little lynx
#

<@&286206848099549185>

#

<@&286206848099549185>

solar hornet
#

@little lynx hey, what class is this? is it about combinatorics, sets or..?

little lynx
#

Combinations and permutation

solar hornet
#

aight you just need to use the formula

little lynx
#

There are repetitions tho

solar hornet
#

does that matter?

#

two d's are just two letters

#

and you are selecting 5 letters, it doesn't say they have to be different

little lynx
#

So if abcc
Then abc with first c
And abc with second c
Considered one or two?

solar hornet
#

i think each letter is an nth element, and you are looking for a combination of these elements

#

regardless of what they are. I might be wrong tho

little lynx
#

So one or two

#

😅

little lynx
#

@solar hornet 🥺

#

<@&286206848099549185>

solar hornet
#

two

#

ok you know what, I think I'm wrong

#

I need to check

#

so order doesn't matter, and repetitions aren't allowed I guess

#

because in the example you gave:
Then abc with first c
And abc with second c
I don't see how we could present a result showing two selections were different

severe dune
#

Since if we list the letters as pcinnndd

#

There are 3 factorial ways of arranging the n's and 2factorial ways of arranging the d s

#

So you will have to divide by this at some point

#

So if we assume all 8 elements are differnt

#

We have 8x7x6x5x4 or 8factoeial/3factorial 8P3 ways of picking 5 numbers

#

Bur since dicpn isn't distinct from icpnd we are overocuntinf

#

So we're counting 3 factorial times more outcomes for n

#

And 2 rimes for d

#

So divide by these

#

To get 8 factorial / (3 factoeila x 3factoejal x 2 factorial)/5 factorial

#

You might find these helpful

#

Have a read

#

@little lynx

little lynx
#

!close

#

.close

obtuse pebbleBOT
#
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ruby mantle
#

My friend showed how to prove 2=0 and idk where's the mistake 💀

obtuse pebbleBOT
#

@ruby mantle Has your question been resolved?

snow pewter
#

iirc, it isn't i= √-1

#

but rather i² = -1

#

so you get that i= ±√-1

#

I'm not entirely sure though

drifting badger
ruby mantle
#

.close

obtuse pebbleBOT
#
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boreal cipher
#

!help

obtuse pebbleBOT
boreal cipher
#

A piece of rope is 4 2/7 metres long. It has to be cut into pieces of length 2/3
metres long. How many FULL pieces can be cut?

Struggling with this

#

um

cloud berry
#

4 2/7 = 30/7

#

(30/7)/(2/3)

#

(30/7)*(3/2)

#

= 90/14

boreal cipher
#

90/14

#

so 5

cloud berry
#

yeah

boreal cipher
#

Nop

#

6.42857142857

cloud berry
#

6

boreal cipher
#

But i am not allowed a calculator for that question

cloud berry
#

use division manually

boreal cipher
#

so write it down

cloud berry
#

i don't hv phone

boreal cipher
#

Huh

#

id just do

cloud berry
#

can you write 90/14 in mixed fraction

boreal cipher
#

14|90

14 goes into 90 six times
leftover of 6
6.4

#

6 6/14

#

I tried to simplify it but it didnt make sense

cloud berry
#

6/14 is less than 1

boreal cipher
#

Six full pieces can be CUT

cloud berry
#

so 6 is the ans

#

yeah

#

we're messing it up

boreal cipher
#

whats the median

#

I know its between 5 and 8

lyric ember
#

for all the values?

#

or for the 2nd row

boreal cipher
#

just the whole stem and leaf

#

Whats the median

cloud berry
#

2(MEAN) + MODE = 3(MEDIAN)

boreal cipher
#

What

cloud berry
#

find MEAN and MODE

#

and then apply this formula

boreal cipher
#

There was an easier way

#

Of just crossing out the smallest and largest

lethal pier
#

so do that

cloud berry
#

is this data is grouped or ungrouped i don't understand what's written

boreal cipher
#

I have and now i have to find inebetween 5 nad 8

#

and 8

lethal pier
#

(5+8)/2

boreal cipher
#

13/2 = 6.5

lethal pier
#

(25+28)/2

#

its stem and leaf

boreal cipher
#

53/2 = 26.5

cloud berry
boreal cipher
#

A type of diagram that represents information

#

Um i think i screwed up on this

#

it was acutally

#

4x+41 = 96

#

Frakc

#

Nvm i worked it out lol

#

Would the mean to | 5,8,8,8,11,12,14,15,16,20,21,28,29,34
Mean = 16.4

obtuse pebbleBOT
#

@boreal cipher Has your question been resolved?

obtuse pebbleBOT
#
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After 15 minutes, feel free to ping <@&286206848099549185>.
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tough hull
obtuse pebbleBOT
timid silo
#

6^2-3^2=x^2

tough hull
#

So as you can see when there are two triangles with x on one side and y on the other u do cross multiply with 1 number given in each however in the second pic there are 2 numbers given in addition to x and y so what would u do

timid silo
tough hull
#

Yeah but it's usually x2 = something2 + something2 not subtraction

timid silo
#

pic1?

tough hull
#

It's not loading for u ?

timid silo
#

8^2 - 6^2 = y^2

tough hull
#

No cuz that'll equal 28 power root

#

But it will work if we take away the ^2

#

So weird

#

I checked the answers

timid silo
#

6/8 = x/6

#

6/8 = 3/y

#

its true

#

because its angel same

tough hull
#

Yeah that's the correct answer

#

We have 4 and 4.5

timid silo
#

good

spring trail
tough hull
#

That equation isn't needed here

#

At least from my mind

spring trail
#

so u think

#

u can do it without pythagorean thorem?

tough hull
#

Umm idk but I know I understand whatever the triangle thing thats coming in the exam what I don't understand is

spring trail
#

is?

tough hull
spring trail
#

i feel like u dont understand the pythagorean theorem

tough hull
#

I looked at other questions and their answers and the triangles in the circle never add up to 180 at least not in these questions

spring trail
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do u know what the hypotenuse is?

strong atlas
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whenever a triangle is made in a circle with diameter as base,the angle opposite to the centre is a right angle

tough hull
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Yeah but how do I find the 2 other angles that keep getting mentioned in the chapter if there's no 180 to be subtracted from

spring trail
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look at 3 a

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can u find beta?

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look at the triangle with 42 beta and the other think which is (alpha + something)

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that alpha + something is actually 90; if u havent studied it let it be; u'll get it later

tough hull
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Ok so since 90 - 42 is 48

spring trail
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or watch

spring trail
tough hull
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What abt the other number

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Or angle

spring trail
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then in the left side triangle, it is actually isosceles

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look at it well

bold bane
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Use the arc measure.

tough hull
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Yeah yeah but how did they calculate it

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I mean I know the answer is 50 I checked