#geometry-and-trigonometry

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ebon sundial
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what is math

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it just 1 answer

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it easy

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a mathmatician could answer this in 3 sec flat

cedar tendon
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what

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MATHmatician

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could do this?

ebon sundial
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yes

cedar tendon
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so if i answer this problem would i be smart as a mathmatician

sinful anvil
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lol

ebon sundial
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yes

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that if u can get this correctly

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we will admit to you that you are smarter than ramonov and can beat him in chess

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only if u can get it right

cedar tendon
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WHAT

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omgosh

sinful anvil
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we will admit to you that you are smart than ramonov
@ebon sundial * We'll admit that you're smarter than ramonov

cedar tendon
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i have to solve this

sinful anvil
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lol

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Do they mean addition by this? or

ebon sundial
#

you have 3 seconds to give us an answer because a mathician could solve this in 3 secs flat

sinful anvil
#

If so, it's 19

cedar tendon
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oh

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it 19

ebon sundial
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wumbo

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why

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it was his question

sinful anvil
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That is easy

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Anyone should know that

ebon sundial
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but we was testing to see if he actually know that

cedar tendon
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@ebon sundial remember our deal

sinful anvil
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Do you think anyone who is in trigonometry class won't know addition lol?

cedar tendon
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no take backs

rich wolf
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Bro he got it wrong

sinful anvil
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me?

rich wolf
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It's 21

upper karma
#

^

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9 + 10 = 21

ebon sundial
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@cedar tendon fine we admit to you are smarter than ramonov. and you can beat him in chess.

sinful anvil
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I said if you meant it as a joke

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lmao

cedar tendon
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YES

upper karma
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no

cedar tendon
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IM SMARTER. THAN ramonov

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and i can beat him in chess

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yes

sinful anvil
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Anyways

rich wolf
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No ur not

upper karma
#

no

sinful anvil
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You know the deal

cedar tendon
#

that was the deal

sinful anvil
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help him

cedar tendon
#

im smarter than ramonov and i can beat him in chess

rich wolf
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No one is smarter than Stroganoff

sinful anvil
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I searched that up

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and it said it was a dish

upper karma
#

beef stroganoff

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more like

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beef ramonov

sinful anvil
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Anyways

cedar tendon
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and mr.tai remember our deal you will help me with the question

desert vortex
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is r=12+12sin(theta) a limacon without a loop or a cardioid graph? idk where to put this its kinda trig lmao

sinful anvil
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repost it @cedar tendon

cedar tendon
ebon sundial
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find

upper karma
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if youre so smart answer it yourself

desert vortex
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is r=12+12sin(theta) a limacon without a loop or a cardioid graph?

ebon sundial
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we already had a deal

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so imma just give the answer

cedar tendon
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so what is the answer

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i need it

sinful anvil
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Did you watch the video? @cedar tendon

cedar tendon
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yea

upper karma
#

@desert vortex cardiod bc a=b

desert vortex
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bruh how

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oh

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shit

cedar tendon
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and i got 461

desert vortex
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im so dumb hahahha

sinful anvil
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Did you write your solutions down on paper?

desert vortex
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thank you

upper karma
#

np ๐Ÿ™‚

cedar tendon
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yea

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wumbo i got 461

upper karma
#

@sinful anvil no, this is patrick

sinful anvil
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Shall I summon the mods?

ebon sundial
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noo

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not yet wumbo

upper karma
#

^

ebon sundial
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lets just help him out

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he did answer 9 + 10

desert vortex
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is r=6-6sin(theta) a limacon without an innerloop?

ebon sundial
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so we gotta give him this one

upper karma
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yes

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its a cardoid, so whatever your first question was, this also is that

desert vortex
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wait what

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lol

cedar tendon
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so guys

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i need help

desert vortex
cedar tendon
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with the quesiton

desert vortex
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Is it not C?

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oh

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wait

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b

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B?

desert vortex
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yeah i graphed it kek

upper karma
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heres the graph, decide yourself

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lel

desert vortex
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bro B

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?

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am i trippng

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the no response makes me feel like it is B but lmao

cedar tendon
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help me

upper karma
#

@cedar tendon Sure 1 min

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@desert vortex i think its D

sinful anvil
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@cedar tendon was in line 1st

upper karma
#

what did u think the answer was>

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@cedar tendon

desert vortex
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huh why polar axis

cedar tendon
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461

upper karma
#

bc its not symmetric to pi/2

sinful anvil
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@cedar tendon post your solutions on here

upper karma
#

whats makes you doubt that its wrong?

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and its a cardoid

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so

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@cedar tendon

cedar tendon
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i need help

desert vortex
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what how is it not symmetric to pi/2

upper karma
#

@cedar tendon what makes you doubt that its wrong

desert vortex
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am i tripping this hard

upper karma
#

did u follow everything in the video

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if u did then sure ur correct

cedar tendon
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because no one told me it right

sinful anvil
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lol

upper karma
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ya k 1 min

desert vortex
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smh my head

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it was B

sinful anvil
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I told you to post your solutions on here @cedar tendon

desert vortex
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i was correct kek

sinful anvil
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So if you made mistakes, we'd point it out

cedar tendon
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ok

upper karma
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@sinful anvil Ya the video was wrong

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im stupid

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the problem had nothing to do with arc length

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u already know the central angle

sinful anvil
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Well theta is 120?

upper karma
#

ya

sinful anvil
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Radius is 21

upper karma
#

ik

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the video i posted is wrong

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im very sorry

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i misunderstood the problem

cedar tendon
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120/360 * pie * 441 and i got 461pie

sinful anvil
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*pi

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It's math

upper karma
#

@desert vortex im sorry

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@cedar tendon Nah wrong

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^

ebon sundial
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math it is wrong

sinful anvil
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Imma ping helpers lol

desert vortex
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its good lol

upper karma
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@cedar tendon Simplify 120/360 to 1/3

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that will possibly help

sinful anvil
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<@&286206848099549185>

upper karma
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or just use calculator

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or just not ask the question

cedar tendon
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i did 1/3 * pi and i got 1.047

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imma x 21^2

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by that

upper karma
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ya ur good

cedar tendon
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but it keep giving the same answer

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for some reason

ebon sundial
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@cedar tendon you are doing it all wrong

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this is why i need to give you the answer

upper karma
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ya idk anymore

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u help him

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im out

ebon sundial
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noo

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xi

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you do it

upper karma
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lol bye

cedar tendon
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xi

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he left

sinful anvil
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I had 461

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as well

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It's 461

cedar tendon
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they told me it wrong

sinful anvil
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I did 1/3 * pi * 21^2

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and I had 461

cedar tendon
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ok

sinful anvil
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Any other questions?

cedar tendon
sinful anvil
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oof

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I didn't study radians, but I know a bit about them

cedar tendon
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ok

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<@&286206848099549185> i need help

sinful anvil
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I found this lol

cedar tendon
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ok

fallow edge
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@cedar tendon 15 mins before pinging helpers

cedar tendon
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oh

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my bad

sinful anvil
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I did like 10 minutes before lol

fallow edge
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It's fine, just don't do it again

sinful anvil
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Too many trolls were in here

cedar tendon
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ok

sinful anvil
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so that's why I did it

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We both need help with radians @fallow edge

fallow edge
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@cedar tendon do you know the formula for area of a sector

cedar tendon
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nope

sinful anvil
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I had it written down

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Wasn't it A= 1/2(theta)(r^2)?

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I'm probably off

fallow edge
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Yeah

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You're correct

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So what's theta?

sinful anvil
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It represents the angle

upper karma
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@sinful anvil it was literally one of his questions that we answered

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but ofc he doesn't know it

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smfh

sinful anvil
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Maybe because someone mislead him?

cedar tendon
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ok

fallow edge
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I'm talking to math I give up or whatever

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What's theta in your problem

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So you can apply the formula

sinful anvil
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It's Pi/3

fallow edge
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Again, I'm asking @cedar tendon

cedar tendon
fallow edge
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Ik

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What's theta

cedar tendon
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is n/3

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i think

fallow edge
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N?

cedar tendon
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idk

fallow edge
#

The "n" is a pi

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$\pi$

cedar tendon
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oh yea

somber coyoteBOT
cedar tendon
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my bad

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pi

fallow edge
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It's a number

cedar tendon
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ok

fallow edge
#

But you're correct that pi/3 is theta, as it is the angle of the arc you're considering

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Now we just need the radius

cedar tendon
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ok

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is it 4

fallow edge
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Yes

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So you know that A=(1/2)(theta)(r^2), right?

cedar tendon
#

yea

sinful anvil
#

Ok, I know the answer, I did it

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๐Ÿƒโ€โ™‚๏ธ

fallow edge
#

So you know what theta and r are, so you can just plug 'em into the formula

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With me?

cedar tendon
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ok

fallow edge
#

Can you do that?

cedar tendon
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but what the formula?

fallow edge
#

So you know that A=(1/2)(theta)(r^2), right?

cedar tendon
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yea

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i know that

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wait that the formula?

fallow edge
#

That's the formula

cedar tendon
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ok

fallow edge
#

Remember you want to find the area

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And this gives the area of the sector if you know the radius and angle, which you do

cedar tendon
#

ok

fallow edge
#

Can you plug values into a formula, or do you want me to show you how this time?

cedar tendon
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ok

fallow edge
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It's either/or

upper karma
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he doesn't know the difference

sinful anvil
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I know the answer @upper karma

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I did it like 5 minutes ago

upper karma
#

what is it

sinful anvil
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I don't wanna ruin it for @cedar tendon

upper karma
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tru

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big brain thinking right here

sinful anvil
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I'll tell you in dm's

upper karma
#

yee

cedar tendon
#

so it 1/2

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right

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in the formula

sinful anvil
#

yeah

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1/2 *ฯ€/3 * 4^2

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Is what you're looking at

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$\1/2*pi/3**4^2$

cedar tendon
#

yes

somber coyoteBOT
sinful anvil
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come on

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How do I do it

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oh

fallow edge
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My lord

cedar tendon
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i got 8/3

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for the answer

sinful anvil
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yep

fallow edge
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$\frac{1}{2}\cdot\frac{\pi}{3}\cdot 4^2$

sinful anvil
#

It's 8pi/3

somber coyoteBOT
sinful anvil
#

oh

cedar tendon
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ok

sinful anvil
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I'm not used to bots like this

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So I don't know anything

fallow edge
#

Don't forget the pi, but otherwise you're good @cedar tendon

cedar tendon
#

ok

sinful anvil
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oof

fallow edge
#

This is basically the same, except you have to work a little harder to find theta

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Can you find theta?

cedar tendon
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how do i do this

upper karma
#

@sinful anvil

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the answer is 147 pi which is = to 461

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@cedar tendon which one did u choose

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@cedar tendon Hello

cedar tendon
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oh

#

xi

upper karma
#

what

cedar tendon
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i did choose yet

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i didn't

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choose yet

upper karma
#

wth

cedar tendon
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their still more question before i submit

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so i can go back to it and change it

upper karma
#

why cant u learn

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@cedar tendon Yes ill help

cedar tendon
#

ok

upper karma
#

i have nothing else to do anyway

cedar tendon
upper karma
#

do u have any ideas on how u can solve this

#

tell me ur ideas

cedar tendon
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i have none

sinful anvil
#

It's the same as last time

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But a little tricker

cedar tendon
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and the thng

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so it hard

upper karma
#

u do know the radius

sinful anvil
#

Isn't the radius 12?

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It says

cedar tendon
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oh

upper karma
#

bruh wtf is wrong with u

sinful anvil
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now cut the circle into 8 pieces

upper karma
#

we literallly did so many fking questions

sinful anvil
#

equally

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ik

#

But the reality is

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it's a math server

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$\frac{8pi}{3}$

somber coyoteBOT
sinful anvil
#

$\frac{8\pi}{3}$

somber coyoteBOT
sinful anvil
#

there

#

That was the answer to the last question

upper karma
#

how did u get that

sinful anvil
#

this is my problem

upper karma
#

what

sinful anvil
#

Wumbo:
@somber coyote

upper karma
#

oh nice

cedar tendon
#

so guys so what are the steps i need to do to solve this

sinful anvil
#

Did you draw the circle with a radius of 12 that's equally cut into 8 slices

upper karma
#

@sinful anvil wait how did u get 8pi/3

cedar tendon
#

i got 0.83

sinful anvil
cedar tendon
#

oh

#

i need. to do that

sinful anvil
#

@upper karma

upper karma
#

u need to do that but wont

cedar tendon
#

i got 12.5

sinful anvil
#

for this problem?

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the one where you had to draw a circle

cedar tendon
sinful anvil
#

oh

#

So that's your theta?

cedar tendon
#

i got 12.56

upper karma
#

@cedar tendon Nah wrong

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what were ur steps

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@cedar tendon tell me

cedar tendon
#

1/2 * pi x 12^2

upper karma
#

@cedar tendon What exactly did u do

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bruh how do u not know this

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wait

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@cedar tendon Why did u multiply it by 1/2

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explain to me

cedar tendon
#

you guys said do what we did last problem

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and im doing it

upper karma
#

not exactly what we did last problem

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we use the idea

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ya idk anymore

#

So we doing this one right

#

@cedar tendon

cedar tendon
#

yea

upper karma
#

see how the circle is cutted into 8 equal slices

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we know the area of the circle is pi * 12^2 right

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if you wanna find 1 slice

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@cedar tendon

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what would u do

cedar tendon
#

we gotta do pi * 12^2

upper karma
#

thats the area of the circle yea

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@cedar tendon then what do u do after

cedar tendon
#

idk

upper karma
#

ofc u dont

#

lmaooooo

ebon sundial
#

man i wonder if the next question is harder than this one

cedar tendon
#

i got 452.38

#

xi

upper karma
#

1 min

#

@cedar tendon Ok tell me, how did u get that

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what did u do

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its wrong btw

cedar tendon
#

i did what you said

#

pi * 12^2 and i got 452.38

upper karma
#

ok thats the first part

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thats the area of the circle

#

now see how it says the circle is cutted into 8 pieces

cedar tendon
#

ok

upper karma
#

how would u find 1 piece

cedar tendon
#

idk

upper karma
#

uh 1 min

sinful anvil
#

144/8?

upper karma
#

yea

#

ur not the kid tho

#

144pi / 8

#

@cedar tendon Hello

#

and if u know 1 piece

#

just multiply it by 3

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to know the area of 3 pieces

cedar tendon
#

ok

upper karma
#

@sinful anvil Im bad at this, u wanna take over

#

im also currently taking geometry right now

#

@cedar tendon hello

cedar tendon
#

so 144/8

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x 3

upper karma
#

144 pi / 8

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yes

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and do u understand why

cedar tendon
#

i got 53

upper karma
#

53 for what

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final answer?

cedar tendon
#

144/8 x 3 and i got 53

upper karma
#

no its 144 pi / 8 x 3

cedar tendon
#

oh

#

i got 169.69

sinful anvil
#

lol

upper karma
#

@cedar tendon Ya correct

#

Congratulations

#

๐Ÿ‘

sinful anvil
#

What's the next one lol

ebon sundial
#

the next question probably will be harder than this

sinful anvil
#

true

sinful anvil
#

oof

cedar tendon
#

need help

sinful anvil
#

${81\pi}$

somber coyoteBOT
sinful anvil
#

Is the area

#

of the circle

#

${18\pi}$

somber coyoteBOT
sinful anvil
#

Is the area of the sector

cedar tendon
#

but their still one problem

upper karma
#

one of them is = to 169.69

#

retrace your steps

cedar tendon
#

oh 144

upper karma
#

1 min

#

no

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@cedar tendon No

cedar tendon
#

54pi

upper karma
#

ya cool

#

congrats

cedar tendon
#

ok

sinful anvil
#

Imma head out for now

#

I need sleep

#

it's 12:17AM

#

It was nice being here

cedar tendon
#

ok

upper karma
#

use the formula for the area of a circle

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(google it if you don't know)

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then write it as = 360

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then formula for area of a sector of a circle = x

cedar tendon
#

@upper karma idk the radius

upper karma
#

but you know the formula for the area of a circle

#

right?

cedar tendon
#

is it pir^2

upper karma
#

yep

cedar tendon
#

but i don't got the radius

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so i can't do it

upper karma
#

so, pi * (r^2) = 81 * pi

#

find r

cedar tendon
#

i can't do the formula

#

idk what r

#

spider can you help me find r

upper karma
#

pi * (x^2) = 81 * pi

cedar tendon
#

i need you help

#

to find r

upper karma
#

solve for x

cedar tendon
#

where the x

cedar tendon
#

i don't see x

#

how do i solve for x

upper karma
#

multiply both sides by pi

#

what do you get?

cedar tendon
#

i don't know how to solve for x

upper karma
#

sorry, divide

#

divide both sides by pi

#

(so you get rid of pi on both sides)

cedar tendon
#

so what is the equation?

cedar tendon
#

Dspider im confused

#

@upper karma im confused

upper karma
#

ok, what are you confused about?

cedar tendon
#

the whole thing

#

all of it is making me confused

upper karma
#

Area = pi * r^2

#

right?

cedar tendon
#

yea

upper karma
#

Area = 81 pi

#

right?

cedar tendon
#

yes

upper karma
#

81 pi means 81 * pi

cedar tendon
#

yea

upper karma
#

all right, so:
Area = pi * r^2
Area = 81 * pi
pi * r^2 = 81 * pi

#

now divide both sides of the equation by pi

cedar tendon
#

which number should i divide

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idk what to divide

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im confused

upper karma
#

both sides (of the equal sign)

cedar tendon
#

we don't know what is r so how am i supposed to divide it

upper karma
cedar tendon
#

but we don't know what is r

#

how am i supposed to divide it

upper karma
#

the pi 's cancel out

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do you understand why?

cedar tendon
#

yes'

upper karma
#

why?

cedar tendon
#

because it cancel out

upper karma
#

because you can also write it like this

cedar tendon
#

yea

#

so now what we do

upper karma
#

ok, so r^2 = 81

#

what does that mean?

cedar tendon
#

we don't know what is r

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so what we do?

#

dspider

upper karma
#

what's square root of 81?

cedar tendon
#

ok

upper karma
#

meaning "what" x "what" = 81

cedar tendon
#

dude so what is the square root of 81?

upper karma
#

do you have a calculator?

cedar tendon
#

yea

#

so what the square root of 81?

upper karma
cedar tendon
#

dspider so what is the square root of 81

upper karma
#

maybe you don't use Windows

#

are you on a phone right now?

cedar tendon
#

im on mac

upper karma
#

ok, let me google what OSX calculator looks like...

cedar tendon
#

ok

upper karma
cedar tendon
#

so what is the square root of 81

upper karma
#

or "Scientific"

cedar tendon
#

dude

upper karma
#

then you have access to those features

cedar tendon
#

imma just guess

#

is it 9

upper karma
cedar tendon
#

dude idk im guessing

#

is it 9

upper karma
#

use the calculator, Luke

cedar tendon
#

ok

#

imma used it

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yea i got 9

#

in the calcaltor

upper karma
#

good job

cedar tendon
#

ok

#

now what

upper karma
#

now you have the radius

cedar tendon
#

ok

#

i got 254.46 is that the answer

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idk

#

what is the answer

#

dspider

upper karma
#

let me see

cedar tendon
#

ok

upper karma
#

yeah, that's wrong

#

you just multiplied 81 with pi

#

"81 pi" is the area for the entire circle

#

(which I got by googling "formula for area of sector of a circle")

cedar tendon
#

ok

upper karma
#

solve for theta

cedar tendon
#

what is 0

#

idk what is 0

upper karma
#

it's a Greek letter

cedar tendon
#

what it means

upper karma
#

called theta

cedar tendon
#

what a theta

upper karma
#

it's a way to represent angles, kind of like how x is in an equation

cedar tendon
#

ok

upper karma
#

do you see the blue area of the segment?

cedar tendon
#

so the theta is 81

upper karma
#

that's where theta is on the circle

#

it's the central angle

cedar tendon
#

i got 57.25

upper karma
#

you need to isolate theta to one side of the equation

cedar tendon
#

ok

#

how do i. do that

upper karma
#

well, first thing you can do is reverse it

#

it's the same equation

#

a = b
b = a

cedar tendon
#

im confused

upper karma
#

that's ok, about what?

cedar tendon
#

their no a and b in the image

upper karma
#

"a" means the left side of the equation

#

"b" means the right side of the equation

cedar tendon
#

ok

#

so what is the theta

upper karma
#

you need to move everything else except theta, to the other side

cedar tendon
#

i did now what

upper karma
#

you can split them up into something like this:

cedar tendon
#

ok

#

i did

#

now whar

#

what

upper karma
#

this makes it easier to move to the other side

#

called reciprocal

cedar tendon
#

ok

#

dspider

#

now what i do

upper karma
cedar tendon
#

dspider what is the next step

#

i do

upper karma
#

hopefully you can see that the pi's cancel each other out

cedar tendon
#

ok

#

i got 4.44

upper karma
#

hmmm

#

what equation are you left with after you cross out those pi's?

cedar tendon
#

81 and 360

upper karma
cedar tendon
#

i got 80

#

for the answer

upper karma
#

well done

#

was there some part you didn't understand?

cedar tendon
#

nope

#

i understall all of it

upper karma
#

do me a favor, change your nickname

#

because it doesn't help you

#

it doesn't help your outlook on math

#

and influences how you treat it

cedar tendon
#

help me

#

someone

upper karma
#

I'm not helping you until you change your nickname

#

๐Ÿ˜›

cedar tendon
#

dude

#

math is so hard

upper karma
#

don't keep telling yourself that

#

say math is easy

#

and please don't start with the asian kid

#

ooooh, there's an asian kid in your class

#

so what?

cedar tendon
#

but dude im not like you for me math is hard

#

for you it easy

upper karma
#

no, it wasn't easy for me

calm prairie
#

@cedar tendon did you checked DM

upper karma
#

in fact, the above solution is kind of dumb ๐Ÿ™‚

#

the "proper" solution is to divide both sides and stuff, not use number/1

#

like I did

#

but it works

#

so... smugshrug

cedar tendon
#

dude their this asian kid in my class math is so easy for him compare to me it hard everything in math is hard but everyone in my class follow the asian kid except me

#

the asian are born with math intelligent except me

#

that why im bad at math

upper karma
#

I 100% guarantee you that kid practiced, and read, and studied his ass off

#

that's why you think he's good

#

it's not "genetics" or some shit like that, lmao

cedar tendon
#

that asian kid in my class alway have an A

#

in any mathwork

#

im not like him

#

i usually gets D

upper karma
#

yes, because his parents probably pay for his tutoring, or they put pressure on him to study instead of playing vidya

cedar tendon
#

because is math is so hard

upper karma
#

it's asian culture

#

it brings shame to his parents if he doesn't do well in school

#

don't compare to that kid

#

fuck that kid

#

lol

calm prairie
#

@cedar tendon i am asia

cedar tendon
#

and dude last time my teacher made this contest to see who would answer the most equation and we gotta be up against our classmates to see who wins for me i was the worst one the teacher told us our score in the classroom and i. was failed and. i gotten 1 point for doing 1 equation that was hard but my other classmates got more points than me and highest was that asian kid

#

and math is so hard

#

for me

#

people called me. a loser of the class cause of it

#

sense im the worst

#

one

upper karma
#

yeah, that sucks... boo-hoo... stop

cedar tendon
#

that why math is so hard

#

for me

#

it is so hard

upper karma
#

stop right now and listen to what I'm saying

#

you need to stop comparing yourself to the other kids

#

work on your own knowledge

cedar tendon
#

and. i need help

#

doing this assignment

#

my last assignment

upper karma
#

study the material, look up everything you don't know

cedar tendon
#

and i need help

#

with that

#

assignment

upper karma
#

you still haven't changed your nickname

cedar tendon
#

DUDE

#

math is so hard

upper karma
#

stop saying that

#

it doesn't help you

#

quite the opposite

cedar tendon
#

just help

#

Dspider

#

please

#

I NEED HELP

upper karma
#

just change your nickname

#

please

cedar tendon
#

noo

upper karma
#

do it nao

dark sparrow
#

dspider was abundantly clear in asking you to change your nickname

#

no new nick, no help

cedar tendon
#

what

#

a

dark sparrow
#

no new nick, no help

cedar tendon
#

Ann you support this

dark sparrow
#

no new nick, no help

upper karma
#

^fact

#

^truth

cedar tendon
#

i can't believe you Ann why would you support this?

#

someone please help me

dark sparrow
#

because you've been told multiple times to do it and have completely ignored it every single time

#

i'm not gonna repeat the reasons why i and everyone else here think you should change your nickname

#

so

#

no new nick, no help

cedar tendon
#

but in rules it never said i. should change name

dark sparrow
#

we aren't talking about rules

#

you're not violating a rule

cedar tendon
#

so i can get help

#

sense im not violating any rules

dark sparrow
#

you're ignoring people

#

no new nick, no help

#

no new nick, no help

#

no new nick, no help

#

no new nick, no help

#

no new nick, no help

#

no new nick, no help

cedar tendon
#

but in the rules it never i. said i should change my name

dark sparrow
#

no new nick, no help

cedar tendon
#

Cmon ann the rules

#

i thought everyone follow the rules

dark sparrow
#

following the rules is necessary but not sufficient to get help

#

we are not machines mindlessly checking everyone for compliance with rules and always helping those who don't break any

cedar tendon
#

and i. didn't break any so im asking for help

dark sparrow
#

and everyone's been ABUNDANTLY CLEAR on saying

#

no new nick, no help

#

well ok

#

DSpider and i so far

#

i'm pretty sure a lot of ppl would follow suit

weary drift
#

no one wants to help you since your name pollutes the air with a smell of desperation and helplessness

cedar tendon
#

What

#

dude it just name

#

im jsut telling everyone math is hard for me

#

what wrong with that

silent plank
#

there is no obligation for anyone to help anyone.
but if don't demonstrate that you have an appropriate attitude to learning such as:
-insisting that you only want the answer
-not looking up recommended materials when you have knowledge gaps
-using a nick that shows a disdain towards learning math
then people are less likely to help you

cedar tendon
#

oh ramonov you are back

silent plank
#

and this applies to all forms of learning, not just math

cedar tendon
#

i thought u were gone forever

#

Ramonov i need help

#

with my math problem

#

help me ramonov

silent plank
#

since it is impossible for a human to make exact cuts it is impossible
Q.E.D

cedar tendon
#

so guys what do i do

#

someone help me

calm prairie
#

@cedar tendon DM\

cedar tendon
#

i need help someone please help me

ebon sundial
#

Fine

#

imma help ya

cedar tendon
#

Yes mr.tai thank you so much

ebon sundial
#

So, what is the problem?

cedar tendon
#

so what i do mr.tai

ebon sundial
#

well think of that protractor as half of a cake.

cedar tendon
#

ok

#

so it halve

ebon sundial
#

now you'd have to split it in 5 slices
since it's just a half.

cedar tendon
#

Ok

#

5 slices like pizza

#

right

ebon sundial
#

Yea you can maybe think that.

#

so basically once every x degrees you'd have to cut that half.

#

considering that a protractor measures 180 degrees.

#

and there must be 5 slices for one half.

#

basically divide the protractor in 5 equal parts.

#

which is easy since you have the degrees written on it.

cedar tendon
#

the degreess

#

you mean that 180

#

degress

#

?

ebon sundial
#

Yea the protractor measures 180 degrees.

#

the question comes down to: how many degrees must an arc measure so that we have 10 equal slices?

cedar tendon
#

yes

#

10 equal slices

#

that the question

ebon sundial
#

so?
there are 360 degrees in one full circle

cedar tendon
#

yes

#

in the one circle there are 360 degrees.

ebon sundial
#

basically 2 protractors

cedar tendon
#

Yes

ebon sundial
#

what's the equation we're left with?

#

@silent plank im just doing this

#

to help him out

#

i feel like he need some help

cedar tendon
#

ok

#

idk what the equation

#

I NEED HELP

ebon sundial
#

Calm down and think about what the equation we have left with?

#

think about it?

cedar tendon
#

i am thinking

ebon sundial
#

umm dude im helping someone

cedar tendon
#

yea

#

he helping me

#

first

#

Mr.tai

surreal vector
#

sorry my disc lagged out showed no new messages

ebon sundial
#

Ok!

cedar tendon
#

now what we do

ebon sundial
#

Lets continue with the problem we were on so what equation did we have left with?

cedar tendon
#

dude

#

im thinking

#

I NEED SOME. TIME

wooden current
#

๐Ÿ˜

ebon sundial
#

Well calm down and think about it.

cedar tendon
#

5

#

I THINK

ebon sundial
#

No I mean

#

we have to divide the degrees of a full circle to get 10 equal arcs

cedar tendon
#

ok

ebon sundial
#

so 360/x = 10

cedar tendon
#

360/180 right

ebon sundial
#

Noo

upper karma
#

180 is half of 360
5 is half of 10

surreal vector
#

Think of it this way, a circle is 360 degrees, and you to distribute it evenly among 10 people, the tool you get is a protractor, which is half the degrees of a circle, meaning you can use it on half the people, and half the cake at a time

ebon sundial
#

solve for x

silent plank
#

to divide 360 into 10 equal parts you would divide 360 by 10

azure reef
#

360/180=10
hm
36/18 = 10 therefore
2=10????

cedar tendon
#

by 10

#

oh ramonov. you finnally helping me

#

Yes

upper karma
#

And then how do you change that to a 180ยฐ protractor?

#

Which is half of 360?

ebon sundial
#

@cedar tendon just solve for x

silent plank
#

the actually complicated part of the problem is applying bisection theorems to get the centre and diamater

cedar tendon
#

oh

#

so what do i do

#

first

upper karma
#

It's better if you can get the answers on your own with guidance without just being told them

ebon sundial
#

i think he doesn't understand math that well

#

which could be hard

#

for him

surreal vector
#

@cedar tendon If a circle is 360 degrees and a protractor is half that, how much degrees is a protractor?

upper karma
#

Well what is one half as a fraction?

ebon sundial
#

@cedar tendon 360/x = 10
just solve for x

cedar tendon
#

how do i solve for x?

surreal vector
#

Did you study algebra?

ebon sundial
#

he doesn't understand math that well that probably reason why he not getting it so imma just give him some hints

#

@cedar tendon you can switch 10 with x than divide

cedar tendon
#

how do i like switch them?

ebon sundial
#

switch means changing it places

#

like lets say you want to buy a candy corn by giant

#

right

cedar tendon
#

Yes

ebon sundial
#

than you want to switch it up with an even better candy like jolly rancher

#

that what switch means do you understand?

cedar tendon
#

i get it

#

i know what switch means now

ebon sundial
#

ok now applied it with math

#

switch the 10 with x than divide it

cedar tendon
#

ok

#

MR.tai

#

but math is so hard

#

do you think i can do this?

upper karma
#

Yes

ebon sundial
#

We all believe in you we will help you in your problems in math

#

no mather what

#

Alright

#

I know how math is hard for some people

cedar tendon
#

YOU REALLY DO

#

o0k

#

imma do this

ebon sundial
#

so just switch the 10 with x than divide it than tell me what you got?

cedar tendon
#

ok

#

I GOT 36

ebon sundial
#

Good.

#

Correct

upper karma
#

Aye nice !

#

:)

upper karma
#

Haha

ebon sundial
#

now write what you did to get 36 for 1@cedar tendon

cedar tendon
#

I DID

#

i wrote everything down

#

now what for 2

ebon sundial
#

ok for 2 you really need to think about it

cedar tendon
#

so does it change?

#

mr.tai

#

for 2

ebon sundial
#

lemme ask you this @cedar tendon does the circle changes?

cedar tendon
#

NOPE

#

it stays at 360

ebon sundial
#

than their your answer

#

for 2

sinful anvil
#

I just woke up

#

Sup my dudes

ebon sundial
#

you can applied this what we did for 1 into 2 and it stays the same because the circle doesn't change

upper karma
#

I'm gonna go to sleep now, good luck !!

cedar tendon
#

IM FINISH

silent plank
#

technically the same approach can be used, but think about practicality

cedar tendon
#

now

ebon sundial
#

yea ramonov

#

any more question math i give up or that the last one

cedar tendon
#

that is the last one

#

im done

ebon sundial
#

@sinful anvil i saved the day

surreal vector
#

Hello, I'm stuck on a homework assignment

I am given, theres a point A on the line y = 7 on it's first quarter.
point A is the same distance from the Y axis as its distance from the point (2,3).
I need to find the point A coordinates and the distance between A and the Y axis.

This is what I wrote so far, not sure even if this is correct:

small mauve
#

You could always just take the line perpendicular CD at the midpoint of CD and find its intersection with y=7

#

To get A

surreal vector
#

you mean find the midpoint of CD?

#

I can only find the x value of that midpoint as well, cant I?

#

I'm having troubles with that line definition, y = 7, the teacher explained that if we wish to check if a point is on a line, we need to use our x and y values and place them in the equation, but this equation only has y, and any y!=7 would be false

silent plank
#

consider drawing a better diagram

gritty hollow
#

if I have a rectangle with the sides 10cm and 15cm, how can I make a function out of this? I need to derivative this function to find a maximum point, but how do I make a function if I only have 10cm and 15cm? Do I make it so x = 10cm and y = 15cm?

#

I should make a function for the volume of the rectangle*

silent plank
#

in use
also if you're supposed to use calculus, use an appropriate channel

gritty hollow
#

sorry new to this discord, I'll ask it there

surreal vector
silent plank
#

no

#

start with the cartesian plane

surreal vector
#

I only know one point tho

silent plank
#

then draw the line y=7,

#

and plot the point (2,3)

surreal vector
#

oh, is y = 7 = (0,7)?

silent plank
#

no, y=7 is a horizontal line

#

y=7 for all values of x

surreal vector
#

oh ok

silent plank
#

and A is a point on that line

surreal vector
#

where do I put A? or it doesnt matter?

#

I don't know if its in the positive or negative side of X

silent plank
#

it mentions its somewhere in the first quarter/quadrant

#

i.e. where both x and y are positive

surreal vector
#

but isn't that line infinite? across the X axis

#

ohh I see, first quadrant means of the plane and not the line

silent plank
#

that indicates that the x-coordinate of A is positive,
and you are supposed to use appropriate methods to determine its value

surreal vector
silent plank
#

label the axes and the y-value of the line

surreal vector
silent plank
#

let the coordinates of A be something like
(x_A, y_A) and apply distance formulae

surreal vector
#

sorry isp crashed

#

oh wait I think I understood

silent plank
#

i'm having some difficulty telling your 7s and ys apart

surreal vector
#

theres no 7's in the last picture

#

only y's

#

there's no 7's at all when I come to think of it

silent plank
#

using y-y like that is a bit dodgy

surreal vector
#

well that's the y of the y axis and y of the point A

silent plank
#

as well as the use of x and y themselves

surreal vector
silent plank
#

to specify they're the x and y coordinates A, you should use appropriate subscripts

#

also from that information, the y-coordinate of C is 7

surreal vector
#

C is a given point (2,3) from the question