#help-27

1 messages · Page 235 of 1

restive river
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yes

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ok

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now

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what

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apply formula

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again?

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this one?

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no

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which

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.close

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eternal adder
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eternal adder
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how to get x

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isolate x

restive river
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good luck

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you’ll need it

eternal adder
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oki

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what next

upper schooner
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Have you heard of the Lambert W function pikathink

opaque folio
eternal adder
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yes but is there another way to do it?

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yes this is a way

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is there another way?

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bcz calculators cant compute the function

warm breach
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you can apply taylor series expansion for e^x

warm breach
eternal adder
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interesting

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viral rapids
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how to do 13

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viral rapids
drifting hearth
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notice how it says it starts at x=3

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and ends at x=-2

viral rapids
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ye

drifting hearth
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ur equations were written with the assumption that you’d start at x=-2

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ur line doesn’t have to go from left to right

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it can go right to left

viral rapids
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ye idk how to flip it

drifting hearth
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negative t

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and then recalculate slope

viral rapids
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x=-t?

opaque folio
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x=3+at as it needs to start form 3

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now sub in at t=1 it needs to be x=-2

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main relic
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Whats up guys

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main relic
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I need someone to verify my solution sketch on:

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USA TST 2018/2

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It’s not rigorous, it’s just the sketch of the solution but here it is:

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think about the numbers on a grid, i’m taking the average of the cell below and left to me.
Then thing of f(x-1,y) and f(x,y-1) like dots on the number line. F(x-1,y-1) reflected about f(x-1,y) and f(x,y-1) gives f(x-2,y) and f(x,y-2) respectively. If f(x-1,y-1) is not the midpoint of f(x-1,y) and f(x,y-1), then by pick the one it is further away from. Wlog is f(x-1,y). Then, f(x-1,y-1) the distance between f(x-1,y-1) and f(x-2,y) is greater than f(x-1,y) and f(x,y-1). If f(x-1,y-1) is the midpoint of f(x-1,y) and f(x,y-1), then reflecting blah blah gives same distance. So we can keep repeating this problem and find these pairs of diagonal numbers who’s distance are nondecreasing.
Now, we prove that if the distance is nonzero, then the distance cannot stay constant indefinitely. Just look at the fucking image i am lazy to type more. Ok so now we’ve proven that there are no diagonal thingies that are different. So the entire diagonal is same. So the entire board is same. Therefore, f = c where c is a constant in [0,1]

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Actually

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It’s better conveyed on a picture

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Let me draw it out

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With equality iff the point in the middle is the midpoint

main relic
# main relic

But then here we prove that it cannot be all midpoints, because someone will go out of bounds as well

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So there cannot be a “diagonal pair like that” that has distance nonzero

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Which is just another of saying “the entire thing is fucking constant”

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Aka f = c where c is a constant [0,1]

devout snowBOT
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@main relic Has your question been resolved?

main relic
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ngm i got it vwrified

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.close

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wet orbit
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What does this sentence mean?

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hollow ice
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So if its 1,234 you dont call it one thousand and two hundred and thirty four

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just callit one thousand two hundred thirty four

wet orbit
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WOw, now that makes sense

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still carbon
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Topic : numerical methods - fixed point iteration

I just can't understand how they take g(x) without considering the interval in which the root lies. They also didn't check for the condition if |g'(x)|<1.

rustic pagoda
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yes ideally you should check for that

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still carbon
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Thats what I don't understand

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still carbon
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. reopen

meager elk
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  1. If the equation x ^ 2 - 4x - (3k - 1)|x - 2| - 2k + 8 = 0, k \in R has exactly three distinct solutions, then k is equal to
meager elk
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Anyone gonna try this ?

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Please solve and explain all the steps 🙏

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?

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<@&286206848099549185>

tepid fulcrum
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first we need to solve the equation, just ignore the k variable for now

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how would we do that?

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@meager elk Has your question been resolved?

tepid fulcrum
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yes

meager elk
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What’s your answer coming

tepid fulcrum
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have you tried it already?

meager elk
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Yeah

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Ik the solution but I can’t understand it

tepid fulcrum
meager elk
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So basically they put t= mod of x-2

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And made the equation in terms of t

tepid fulcrum
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i don't really understand that either but i would do it a different way which is think is more intuitive

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what i would do is just solve the equation and then take the discriminant which determines how many solutions the equation has

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and because you're dealing with modulus

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or absolute value

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you have two equations

meager elk
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Yeah

tepid fulcrum
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for 1 equation discriminant has to be >0, for the other one it has to be =0

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or the other way around ofc

meager elk
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One hint is that they said

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One root is equal to 0

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And other 2 roots are positive

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Didn’t understand this stamens

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Stantmenr

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Statement ****

tepid fulcrum
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that's what i just said

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you're familiar with discriminants right?

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the discriminant is the part under the square root

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so b²-4ac

meager elk
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Yeah

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Bro I know everything about equations

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This question is just not it

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  • I’m half asleeep so brain isn’t braining
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Thank you for the help, If you find the solution please write it with explanation please 🙏 I’ll check when I wake up .
Thank you.

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For your info, the answer to question is k=2

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upbeat anvil
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upbeat anvil
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How time is 31 s?

dense jay
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have you tried to do it

upbeat anvil
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Yes i did. For the motorcycle the initial velocity is zero and the final velocity is 45 and acceleration is 3

dense jay
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the final velocity is not 45

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if it were it would never catch up at all

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how could you describe how far the car has travelled after passing the trooper?

upbeat anvil
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It did not mention anything

dense jay
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you know the speed of the car

upbeat anvil
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Yeah do i need to fine distance in terms of t?

dense jay
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yup

upbeat anvil
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Still it gives like t=(45/3) = 15

dense jay
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no, the motorcycle is not aiming for 45m/s i said that

upbeat anvil
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If i use s = ut + 0.5at^2

dense jay
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if the car is travelling at 45m/s
and t is the seconds after it passes the trooper, how far does it travel in t seconds

upbeat anvil
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45t?

dense jay
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perfect

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how about the motorcycle, noting it only sets off a second later

upbeat anvil
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I used this
45t= (0.t) + 3(t)^2

dense jay
upbeat anvil
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Then for the motor cycle it will be 45(t-1)?

dense jay
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you have the right ideas just in the wrong ways

dense jay
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its ut+0.5at^2 right, the general formula

dense jay
upbeat anvil
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Oh sorry I forgot

dense jay
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and you should be good to go

upbeat anvil
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Oh thankss

upbeat anvil
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.close

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dense jay
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np

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winter wave
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For the potentials in this question my answer was k/2 x^2 + c1 and -gx + c2. Do you think its neccesary to find these constants?

winter wave
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If you get back to me please @ me :) thank you

flint roost
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i want to learn meth

lusty sapphire
flint roost
lusty sapphire
carmine gorge
winter wave
flint roost
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1+1+2=5
4=4
45=55
20 = 25
i thoght that i cooked but i actually burnt

winter wave
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what are u yapping about

flint roost
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i am into nothing fr

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trying to proof that 4 is 5

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for no gaddamn reason

lusty sapphire
lusty sapphire
winter wave
flint roost
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x3+y3+z3=k

lusty sapphire
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Potential energy is always relative to some reference frame. For g, it's reference is the ground, and for springs, its reference is the rest position

lusty sapphire
winter wave
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im gonna close now if thats okay

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.close

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flint roost
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wait is ths a help channel

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@lusty sapphire

unkempt flare
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yall

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pls

lusty sapphire
lusty sapphire
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flint roost
flint roost
#

like me so i cant get to see this channel

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or make a bot with python

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hardy imp
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eager nova
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What did u try?

hardy imp
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uhhhh

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idk ive just kinda been stumped for a bit

eager nova
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Can u tell me

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What figures u see there?

hardy imp
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i thought of this

eager nova
hardy imp
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a triangle inside of another triangle

eager nova
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And the other?

hardy imp
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a quadrilateral ?

eager nova
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What is the sum of angles on a quadrilateral?

hardy imp
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is it 360

eager nova
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I think you can already solve this

hardy imp
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i see

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thank you

eager nova
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!done

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hardy imp
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wait

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so

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right

eager nova
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You dont need that angle

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Imagine that angle u wrote is called g

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What is t+g

hardy imp
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uhhh

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360?

eager nova
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So what is 360 + 113 -360

hardy imp
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113

eager nova
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U can also say

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360 -247

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But is the same

hardy imp
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i see

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but isnt t an acute angle

eager nova
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Why

hardy imp
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i mean i guess

eager nova
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Read the note

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Do not trust your eyes

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Just the numbers

hardy imp
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understood

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thanks

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.close

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silver crane
#

Quick question:
Definition 0.3.19. Given a set 𝐴, a binary relation on 𝐴 is a subset R ⊂ 𝐴 × 𝐴, which are
those pairs where the relation is said to hold. Instead of (𝑎, 𝑏) ∈ R, we write 𝑎 R𝑏.
Take 𝐴 = {1, 2, 3}. Consider the relation ‘<’, does that mean '<' ⊂ 𝐴 × 𝐴 where '<' = {(1,2),(1,3),(2,3)}

stone stump
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yes

silver crane
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thx Denascite

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.close

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restive river
#

pp

devout snowBOT
safe fractal
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Ah yes, the most difficult problem of them all

restive river
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page 42

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question 27

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idk what it wants from me

safe fractal
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Mind sending a screenshot of it instead?

restive river
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sure

safe fractal
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People shouldn't click wild links

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in discord

restive river
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its an https but sure

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what is happening

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where did point D come from and E

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whats this shape

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this is all i understood from the question

crystal obsidian
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yo BC = 162

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not BA

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@restive river

restive river
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oh

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yea then

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D and E

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where is their location

crystal obsidian
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@restive river

restive river
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oh

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thats what line of segment means?

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but why was it above CB

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no above AC

crystal obsidian
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huh?

restive river
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nvm

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thanks man

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.close

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wispy bronze
#

It is asking to find the volume between the two surfaces, but I dunno how to do it, probably with spherical or cylindrical coordinates. Can anyone help? (The answer of "c" is 7π/6 and the answer of "d" is π/2√2)

devout snowBOT
#

@wispy bronze Has your question been resolved?

wispy bronze
#

I thought this was the correct set for "c" but it isn't

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<@&286206848099549185> 🙏

wispy bronze
#

Ok, c is correct actually, but I have no idea for "d"

wispy bronze
#

.close

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tame nova
#

i have no idea how to solve this

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tame nova
mild fog
#

hey guys
i have the amc 12 coming up
from now to then
is it possible to qualify for AIME

tame nova
#

what?

mild fog
#

i have done all of the sections on alcmus except for intermediate alg and precalc

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i plan to finish intermediate calc by the end of the month

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is it possible

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and what are tips and tricks

mild fog
tame nova
#

i think you'd need to find an unoccupied help channel

mild fog
#

oh okay

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sorry

tame nova
#

that's fine

velvet rock
tame nova
#

i don't know how 3d vectors work

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@tame nova Has your question been resolved?

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stark shuttle
#

Hello

devout snowBOT
stark shuttle
#

What is the dot product of two unit vectors?

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Is it always 1?

solar goblet
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no

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depends on their directions too

stark shuttle
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What about the norm of the dot product of two unit vectors?

upper schooner
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"norm of the dot product" hmmcatfone

misty crest
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well what if you had the unit vectors i and j

misty crest
#

the dot product gives a scalar

solar goblet
#

dot product produces a scalar

stark shuttle
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Yes

upper schooner
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As above ^

solar goblet
#

what you meant is probably absolute value?

stark shuttle
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I guess

solar goblet
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then nothing changes except the sign

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it still depends on their direction

stark shuttle
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I'm trying to solve this question

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I know the answer is e)

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But I want to know the result

upper schooner
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(you should hopefully know what you can do with scalars in norms...)

stark shuttle
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I mean

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Is the answer just u • v^2?

upper schooner
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Hmmm, u.v^2 is very sus notation, and not great SadCat

stark shuttle
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How should I change it

upper schooner
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It's find that $proj_{\vec{v}} \vec{u} = \frac{ \vec{u}\cdot \vec{v} }{ \norm{\vec{v}}^2 } \vec{v}$, and you can take the norm of that as is

woven radishBOT
#

@upper schooner

stark shuttle
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?

upper schooner
#

As in, this part isn't correct, so leave that for now

stark shuttle
#

Oh?

misty crest
#

the left side produces a scalar which is then multiplied by the vector v

upper schooner
#

What you can do, noticing that these are scalars, is try to work out the expression
[ \norm{proj_{\vec{v}} \vec{u} } = \norm{ \frac{ \vec{u}\cdot \vec{v} }{ \norm{\vec{v}}^2 } \vec{v}} ]
from there

woven radishBOT
#

@upper schooner

upper schooner
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And there are many things I could say about the notation u.v^2 (that it's slightly ambiguous, that squaring individual vectors, or "multiplying" them, doesn't make sense...)

upper schooner
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That is fine as it is, you're squaring a scalar

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As would something like (u.v)^2, that's squaring a scalar, but u.v^2 could imply multiple things...

stark shuttle
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So u||v||^2 is the answer?

upper schooner
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Erm, no SCsadkittyNO

stark shuttle
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I don't understand

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u • v is a scalar

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||v||^2 is just one

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So that means ||u • v • v||

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But since it's a scalar

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We don't need the abs

misty crest
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how are you taking a dot product with three vectors?

stark shuttle
#

What does that emoji mean

upper schooner
#

You can't take the dot product of three vectors like that NotLikeThis

stark shuttle
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Oh wait

misty crest
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dot product is between two vectors

stark shuttle
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I see what you guys mean

misty crest
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producing a scalar

stark shuttle
#

Like this you mean, right?

upper schooner
#

Anyways, a new question, do you know how to deal with $\norm{\alpha \vec{v}}$, where $\alpha$ is a scalar?

woven radishBOT
#

@upper schooner

stark shuttle
#

Move it out

#

?

stark shuttle
upper schooner
#

How would you move it out?

stark shuttle
#

allvll

upper schooner
stark shuttle
#

Can't I distribute them

#

I thought dot products were associative

#

Or was that for matrices

upper schooner
#

Probably matrices you're thinking of sadCatThumbsUp

upper schooner
woven radishBOT
#

@upper schooner

stark shuttle
#

Okay

upper schooner
#

An absolute value gets introduced when you take the scalars out

stark shuttle
#

Ohhh

upper schooner
stark shuttle
#

Yes

#

Oh

#

Wait

#

Are you saying that

#

|u • v|||v||?

upper schooner
#

Almost that, $\frac{ \abs{ \vec{u} \cdot \vec{v} } }{ \norm{ \vec{v} }^2 } \norm{ \vec{v} }$

#

Urgh can't be bothered monke

stark shuttle
#

Doing Latex in Thursdays be like

woven radishBOT
#

@upper schooner

upper schooner
#

There we go NervousSweat

stark shuttle
#

Why not just consider the denom as 1?

upper schooner
#

Anyways, you can simplify that, I'm sure catokay

stark shuttle
#

Or are we trying to do something else

stark shuttle
upper schooner
#

Oh, they do tell you that it's a unit vector, don't they

misty crest
#

mhm

upper schooner
#

Didn't notice that catokay

upper schooner
stark shuttle
#

u • v

#

Or is it just u

upper schooner
#

In absolute value, |u.v|

misty crest
upper schooner
#

That works out at most to be u, but needn't be equal to it

stark shuttle
#

Ahh okay

#

Thanks to both for helping out!

#

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serene rampart
#

anyone help

devout snowBOT
solid osprey
#

since AEB is simmilar to CFB, can you conclude AB=BC?

serene rampart
#

i mean thta's given?

#

also it's not similar, it's congruent

#

oh my lord nvm i'm a fucking dumbass

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solid osprey
#

whoops :p

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empty mountain
#

guys is CE just 18

devout snowBOT
empty mountain
#

my brain is absolutely not braining

potent venture
#

if you want a starting point, then make a triangle ABC, and the point A is out of the circle, you are correct that CE is 18

empty mountain
#

yes

empty mountain
#

thanks bro

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inner ibex
#

excuse me

devout snowBOT
inner ibex
#

how do i do dis

lost laurel
#

Hint:-Multiply and divide by 2

inner ibex
#

burt its wrong

#

-pi/6

stark shuttle
#

What about x when it's 5π/6

inner ibex
#

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rugged jewel
#

Where does this n come from?

devout snowBOT
rugged jewel
#

Basically they are expanding the formula for the variance

visual hazel
#

xbar + xbar + xbar + ... n times, which is equal to n times xbar

rugged jewel
#

Okay but why is 2*x_bar not 2n x_bar then?

visual hazel
#

why would it be

rugged jewel
#

so

#

why isnt there a summation here

visual hazel
#

there is

#

but they factored the 2*xbar out

rugged jewel
#

hm

#

wait let me write it down

#

like this right

visual hazel
#

yep

rugged jewel
#

now

#

i dont rlly get how the 2*xbar is factored out in the middle

visual hazel
#

well you can write out the sum

#

2 * xbar* x1 + 2 * xbar * x2 + ... +2 * xbar * xn

rugged jewel
#

Ohh

#

Yes

#

Ok

#

makes perfect sense

#

tyy

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serene sorrel
#

i would assume this is a relatively common problem, but i cannot find anything about it online. If i have an N-pendulum, and i choose a point within its range, how would i go about solving the required angles for each joint for the tip of the pendulum to be at that point? Would this extend into 3D for say, a robot arm? If not, how could i solve this in 3D?

serene sorrel
#

if this is a named problem, just getting a name/terms to research would be great

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serene sorrel
#

.reopen

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#

#

@serene sorrel Has your question been resolved?

devout snowBOT
#

@serene sorrel Has your question been resolved?

serene sorrel
#

Turns out for 2D what i was looking for is convex polygon equations and for 3D what i was looking for is Inverse Kinematics

#

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cold bone
#

How to do this problem?
Could someone give me the method to answer it?

urban horizon
#

$\sum_{r=1}\infty\frac{4r^2 - 2}{4r^4 + 1}

cold bone
#

!occupied

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#

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

soft umbra
soft umbra
cold bone
soft umbra
#

How about transforming C into 180-(A+B)

#

I haven’t tried, I just guess it will work

cold bone
late sail
#

I would just use the method guess and hope for the best

You could notice the formula cosx^2 + sinx^2 = 1

Which would be satisfied if A is equal to B and C would be a 90 degree angle

Which would then give you your answer

soft umbra
#

yeah, I’ve found the solution

#

It’s kinda technical

soft umbra
cold bone
cold bone
# late sail So A

it is also C but the problem is that, it doesn't make much sense to me(the whole method of solution)

late sail
#

Its just about comparing it to trig identities you do know in this case sin^2 + cos^2 = 1

cold bone
soft umbra
#

Similar, but not exactly the same

#

My process requires more observation

cold bone
soft umbra
#

Consider sin(A+B) as 1

#

You will also get the same result after compounding the angle

cold bone
#

thank you very much for the help❤️

devout snowBOT
#
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warm breach
#

is bro back with trick ques

#

oh nvm he closed

cold bone
warm breach
#

that's what she said

#

mvm

#

nvm

cold bone
warm breach
#

it's a meme

cold bone
warm breach
#

yup np

gentle crow
cold bone
#

like

#

?

#

.reopen

devout snowBOT
#

gentle crow
soft umbra
#

Me interested too

gentle crow
#

For equilateral put all angles 60 ,if the equation satisfy then ____

#

For isoscales put one 30, another 45 etc

#

Hope u understood

cold bone
cold bone
gentle crow
#

Yaaaaaa bro

cold bone
#

thank you bro

soft umbra
#

That’s what I said

#

😭

cold bone
#

everyone has same method

#

just different way to convey

gentle crow
gentle crow
#

But this was small

cold bone
#

either way thanks y'all

polar chasm
gentle crow
#

👍

gentle crow
cold bone
#

!done

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cold bone
#

wth am I doing

#

.close

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#
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polar chasm
polar chasm
#

but what if the equation implied that the triangle is right, or has 45° angle

#

then A wouldnt be the right answer

#

and you wouldnt've known that

#

by your approach

cold bone
#

It was multiple correct btw

#

forgot to mention

gentle crow
#

That's why we use a equation

#

I think you need to work on fundamentals

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polar chasm
devout snowBOT
polar chasm
#

You proved this

gentle crow
#

Lol help channel opened

polar chasm
#

if the triangle is right, then the equation holds

#

but the question is asking you to prove this:
if the equation holds, then the triangle is right

#

I'll propose another question

gentle crow
#

I mean to say that ,there is only one fundamental equation of parabola, y=4ac ,but it satisfies all parabola

polar chasm
#

If in a triangle ABC, cos^2(A) + sin^2(A) = 1, then the triangle is
A) Right
B) Equilateral
C) Isosceles
D) None of these

#

now by your approach

#

we would check whether A works

#

and it actually does

#

but the statement
"If in a triangle ABC, cos^2(A) + sin^2(A) = 1, then the triangle is right" is false

gentle crow
polar chasm
#

and how can you be sure that by this we can?

gentle crow
polar chasm
gentle crow
polar chasm
#

uh

#

If in a triangle ABC, cos^2(A) + sin^2(A) + cos^2(B) + sin^2(B) + cos^2(C) + sin^2(C) = 3, then the triangle is
A) Right
B) Equilateral
C) Isosceles
D) None of these

#

Better?

gentle crow
#

Hense 90 degree not possible

polar chasm
#

okay

polar chasm
#

If in a triangle ABC for at least one angle called p, cos(8p) = 1, then the triangle is
A) Right
B) Equilateral
C) Isosceles
D) None of these

soft umbra
soft umbra
#

I mean meth's condition

polar chasm
#

it works for A, it doesnt work for B and C, but A is not the right answer

gentle crow
polar chasm
#

you don't get my point. Your approach doesn't prove anything

gentle crow
polar chasm
#

its more like an educated guess

polar chasm
#

point out a single one

gentle crow
gentle crow
polar chasm
#

D could be the right answer, and by your approach you wouldnt eliminate it

gentle crow
polar chasm
#

As an example, take this
If in a triangle ABC for at least one angle called p, cos(8p) = 1, then the triangle is
A) Right
B) Equilateral
C) Isosceles
D) None of these

polar chasm
gentle crow
#

Because we get p=0 here

polar chasm
#

,w cos^2(69) + sin^2(69)

woven radishBOT
polar chasm
#

checkmate?

#

lol

#

,w cos(pi/4 * 8)

woven radishBOT
polar chasm
#

,w cos(pi/2 * 8)

woven radishBOT
boreal helm
#

Lol

polar chasm
#

,w cos(3pi/4 * 8)

woven radishBOT
polar chasm
#

to sum up

boreal helm
#

Why u all computing multiples of π?

#

in cos

polar chasm
#

that equation is true iff one of the angles is 45 or 90 or 135

polar chasm
gentle crow
#

@polar chasm bro I don't have stamina to mesh with u sorry

#

U r the winner

#

Ok

polar chasm
#

but if I have a following triangle: 45 - 35 - 100, then the equation is working too

polar chasm
#

.close

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#
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soft umbra
#

damn, that's it?

#

It was entertaining

polar chasm
#

I only needed to point out that the approach used worked only bc of luck

#

(and also argue about it for a while)

gentle crow
#

That's why I left

soft umbra
#

nah

cold bone
#

i don't think so

soft umbra
#

I believe he just wanted a debate

#

because he has done it b4

#

XD

gentle crow
cold bone
gentle crow
#

😂

cold bone
#

bro's a 🐐 after all

gentle crow
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sour spire
#

hey guys how to do this

devout snowBOT
winter patrol
#

what are you being asked to do

sour spire
#

find the greatest possible value of p

#

This is the question, sorry

restive river
#

make the 2nd term 0

sour spire
#

Oohh

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restive river
devout snowBOT
restive river
#

...

#

i know you have to use leibnitz rule

sand dove
#

oh not necessarily

restive river
#

then how else woud you find the min

#

differentiate f(x)

#

innit

sand dove
#

you can do that of course

restive river
#

dude this is a college entrance test

#

dont ask me to use fourier analysis and shit

sand dove
#

no

restive river
#

i dont know any other method

sand dove
#

just notice that xtan^-1(x) >=0

#

and for t >=0, the function you're integrating is positive

#

so it's about minimizing xtan^-1(x)

restive river
#

THATS SO FUCKING SMART

cold bough
sand dove
#

your method works fine too don't worry xd

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cyan needle
#

Simplify:

(3^4+3^5)/(3^6)

So far I've gotten it down to 4/9 but the answer key is saying that it's actually 3^3 and/or 27 simplified down? I'm confused how to get to that point, maybe I messed up somewhere?

dense lynx
#

it's 4/9

cyan needle
#

Right?? I feel like I'm going crazy

dense lynx
#

3^(4 + 5) / 3^6 is what's 27

cyan needle
#

Did I just read the equation incorrectly then?

#

I'm gonna post the screenshot for it rq

dense lynx
#

that's definitely 4/9 yes

cyan needle
warm karma
#

3^4 + 3^5 < 3^5 + 3^5 + 3^5 = 3^6 => solution < 1

sand dove
warm karma
#

maybe it was meant to be $\times$

woven radishBOT
#

CyclicTree

sand dove
cyan needle
#

Okay cool, I appreciate all of you

#

.close

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#
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latent sundial
#

Is this a place I can ask a calculus question?

mystic scarab
latent sundial
faint zinc
#

Are you simply asking if your work is correct?

latent sundial
#

I'm getting this problem wrong and I can't figure out why

#

I followed the process from my example problem exactly

faint zinc
#

do you know what the answer ought to be?

latent sundial
#

I don't. The answer I got was dH/dt = 0.609 m/min

#

I took thorough notes from my tutorial example problem in Cengage Learning. Should I upload photos?

faint zinc
#

It's fine, let me read through your solution rq

latent sundial
#

awesome, thank you

faint zinc
#

I don't see a mistake. Can you show the original problem?

latent sundial
#

yes, I'll send a screenshot

faint zinc
#

just in case your mistake is transferring it from the source to your page

latent sundial
faint zinc
#

oh

#

I found it

#

you canceled 12/27 to 4/9

#

but then used 4/27 on the next line

latent sundial
#

ohh thank you so much!!

faint zinc
#

yw

latent sundial
#

wow, sometimes another set of eyes does wonders

#

can I send you another one?

#

I have two more problems...one that I got wrong, another I'm unsure how proceed. These related rates problems are very challenging for me

faint zinc
#

You are doing really well on the related rates problems, if your approach to the one above is any indication

#

it's very clean and structured.

#

which is important in related rates.

latent sundial
#

I've worked really hard, but maybe you can find my error in this next one...

faint zinc
#

sure thing

latent sundial
faint zinc
#

you forgot the pi

latent sundial
#

ah

#

wow, that was simple, thank you again

faint zinc
#

that's why I thought you definitely seemed to have the ideas down

#

just getting tripped up on the algebra

latent sundial
#

I have one more that I'm having a hard time figuring out how to go about

faint zinc
#

sure thing

#

but please hurry

#

my wife is coming home soon

latent sundial
faint zinc
#

and I need to go do errands 🙂

latent sundial
#

lol ok, sorry, if you need to go that's ok

faint zinc
#

volume of a triangle prism is area of triangle times depth

latent sundial
#

oh, so 1/2(bh)*7 in this case?

#

would the depth be 7?

faint zinc
#

1/2(bh)*10

latent sundial
#

ohh I see

faint zinc
#

where the b is proportional to 4 and the height is proportional to 7

latent sundial
#

thank you so much

faint zinc
#

this is just geometry, not calculus

latent sundial
#

I should be good for a bit

faint zinc
#

so again, you seem to have related rates down pat

latent sundial
#

good, whew!

faint zinc
#

you're just rusty on the more basic concepts.

latent sundial
#

Yes, it's been awhile since pre-calc

devout snowBOT
#

@latent sundial Has your question been resolved?

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urban moat
#

guys

devout snowBOT
#

Please don't occupy multiple help channels.

torn bane
#

close this one or the other one first, you have two channels open

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#

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dense thorn
#

I'm confused about how to analyze this graph. The right answer is C can somebody explain that to me? Also, does F have a relative max at x = 2?

gray mirage
#

Ive been staring at this and honestly think this is a misprint.

#

Like, here’s an example of what the graph might look like for C to be the only false statement:

dense thorn
#

well

#

wait

#

so i'm a bit confused on what u mean

#

is the right answer actually C?

#

as in (C) is the only false statement

#

can we conclude that based on the graph given?

devout snowBOT
#

@dense thorn Has your question been resolved?

lofty lintel
dense thorn
#

wdym? isn't that a graph

lofty lintel
#

no

#

that’s just x and y axes with some weird empty jump discontinuity thingy in the middle

#

are you supposed to draw your own graph?

dense thorn
#

then what's the requirement for a graph? Also, it says graph of f

#

i don't think so

lofty lintel
#

a graph is a collection of points

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i don’t see a single point on that picture

dense thorn
#

isn't there a point at (2, 1) and (2, -1)

lofty lintel
#

no

gray mirage
lofty lintel
#

they would have to be filled-in circles for them to be points

dense thorn
gray mirage
dense thorn
#

tysm

dense thorn
#

would i not be able to say there's a point at (2, 0.9999...)

gray mirage
#

Generally an un-filled circle in a graph refers to a point 94 jump discontinuity.

lofty lintel
#

correct, you can not say that

gray mirage
#

Like this for example

#

The point is defined at (1,1.5ish), but not at (1,0.5ish)

#

That’s a depiction of a jump discontinuity

dense thorn
#

yeah that makes sense

#

ty to both of you

#

.close

devout snowBOT
#
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#
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errant hinge
#

is this correct

devout snowBOT
lunar harbor
errant hinge
#

.close

devout snowBOT
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devout snowBOT
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errant hinge
#

aren't i supposed to multiply by $\frac{\sqrt[3]{81}}{\sqrt[3]{81}}$

woven radishBOT
#

SLURPZZZ

lunar harbor
woven radishBOT
#

Civil Service Pigeon

devout snowBOT
#

@errant hinge Has your question been resolved?

devout snowBOT
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Ask your math question in a clear, concise manner.
Show your work, and if possible, explain where you are stuck.
After 15 minutes, feel free to ping <@&286206848099549185>.
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maiden nexus
#

I need help

devout snowBOT
maiden nexus
#

I don’t understand 5

#

I see that there are 3 intervals

#

But I don’t really get what an inflection point is

winter patrol
#

they're points where the graph changes in concavity

maiden nexus
#

And that means if it’s going up of down

winter patrol
#

wdym by "it"

maiden nexus
#

The graph

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The line

winter patrol
#

then no

maiden nexus
#

Oh

#

Wait

#

The function

winter patrol
#

still no

maiden nexus
#

Damn

#

Well this is why I’m here

#

Wait one more try

#

The slope

winter patrol
#

concavity deals with which way the curve is facing
whether the slope is increasing/decreasing

#

,W graph x^2

winter patrol
#

,W graph -x^2

maiden nexus
#

The first one is concave up and the second is concave down

winter patrol
#

yes

maiden nexus
winter patrol
#

and then look at where the curve is changing concavity

maiden nexus
winter patrol
#

no

maiden nexus
#

I would say there’s 3

#

But my teacher said there’s only 2

winter patrol
#

there are only two,

maiden nexus
#

Are both of them wrong

winter patrol
#

yes

#

you're not really after intervals

#

you want points

#

you seem to be circling when slope is positive which isn't what the question is asking

#

as implied earlier,
the whole graphs of y=x^2, y = -x^2
are concave up/down respectively
and individually don't have inflection points

#

so it seems you have some idea of concavity

#

try identify the location where it changes

maiden nexus
#

Well I see that it starts changing after the function reaches 0

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But that’s the interval

winter patrol
#

no

maiden nexus
#

Wait

#

Is it

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-1 and 1

winter patrol
#

yes, those are the x-coord of the inflection points

maiden nexus
#

Is that the answer

#

Cool

errant hinge
lunar harbor
#

Bad question ik

maiden nexus
#

For 6

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I picked B

winter patrol
#

good

maiden nexus
#

And 7 I picked A

winter patrol
#

is incorrect

maiden nexus
#

Dang

winter patrol
#

the function is concave down there, but not full increasing

maiden nexus
#

Oooh I read the question wrong

#

B

#

Wait no

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Cause that’s concave up

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D

winter patrol
#

how are you getting D

maiden nexus
#

Wait dammit sorry

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C

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FINAL ANSWER

winter patrol
#

yes

maiden nexus
#

Yayyy

#

Next

#

For A

maiden nexus
#

Is that where it concaves up

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Or like that general area

winter patrol
#

that's only part of it

#

refer to what you did earlier in the previous questions

maiden nexus
#

Oh

maiden nexus
winter patrol
#

yes

maiden nexus
#

And for 10

maiden nexus
winter patrol
#

no

maiden nexus
#

Oh wait

#

Is the right one correct

maiden nexus
winter patrol
#

sort of, you should be circling the entire relevant part, not just part of it

maiden nexus
#

Like

maiden nexus
winter patrol
#

yeh

maiden nexus
#

Sweet thank you

#

I got an extra one if you don’t mind checking it

#

,rotate

woven radishBOT
maiden nexus
#

8

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I’m pretty sure I’m right

#

It’s not a function

#

<@&286206848099549185>

mighty galleon
#

Yep, an input can only have one output, it's not a function

maiden nexus
#

Okay

#

So I just had help on these ones and I need help

granite bough
#

sorry for interrupting

#

continue

maiden nexus
#

🤣 thank you

#

My teacher posted the answers and now I’m confused

#

,rotate

woven radishBOT
maiden nexus
#

Do these answers look right

#

<@&286206848099549185>

fossil carbon
#

i’m so confused

#

lmfao

#

what is ur answer

granite bough
fossil carbon
#

yeah the answer is correct

#

if u picked

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C and D

#

at least i think

#

lmfao