#help-0

1 messages · Page 420 of 1

mortal trellis
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thats not what I meant

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show what you did

uncut siren
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oh okay

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wait

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i think i solved it @mortal trellis

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what do u think

mortal trellis
#

what you got as simplification was wrong

uncut siren
#

why

mortal trellis
#

well I dont know where you made a mistake cause you showed no steps

uncut siren
#

i just order the polynomial

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and simplify the X

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like 4x³-2x³

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and x+2x = 3x

mortal trellis
#

the 2x is inside (2x+1)^2

uncut siren
uncut siren
#

but i wont touch that numbers

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but what can i do with that?

mortal trellis
#

first expand (2x+1)^2

uncut siren
#

4x+1?

mortal trellis
#

no

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(2x+1)*(2x+1)

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foil

uncut siren
#

im spanish

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be patient with me 😭

uncut siren
mortal trellis
#

foil is a way to remember how to multiply out brackets like that

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(a+b)(c+d)=ac+ad+bc+bd

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first terms, then outer terms, then inner terms, then last terms

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f-o-i-l

uncut siren
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oh okay

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let me check

uncut siren
mortal trellis
#

how did you get rid of x

uncut siren
#

9x + x = 10x

uncut siren
#

(2x+1)*(2x+1) = 9x
9x + x = 10x

mortal trellis
#

(2x+1)(2x+1) is not 9x, no

mortal trellis
uncut siren
#

k

uncut siren
mortal trellis
#

yes

uncut siren
#

ac+ad+bc+bd
2= a
1= b
2= c
1= d

mortal trellis
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no

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what happened to the x

uncut siren
#

2x = a
1= b
2x = c
1= d

#

?

mortal trellis
#

yes

uncut siren
#

then

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2x*2x = 4x²

#

?

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is that right

mortal trellis
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yes

uncut siren
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ok finally

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one good

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mmmm

#

then

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ac= 4x²
ad = 2x
bc = 2x
bd = 1

#

4x² + 2x + 2x + 1
4x² + 4x² + 1
8x⁴ + 1

#

its right?

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@mortal trellis

mortal trellis
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2x+2x is not 4x^2

uncut siren
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ok

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then

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4x² + 2x + 2x + 1

#

this is ok?

mortal trellis
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well you can combine the 2x+2x

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its just not 4x^2

uncut siren
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oooooooooooo

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u right

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4x

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it is

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4x² + 4x + 1

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i have to do bhaskara formula?

mortal trellis
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I dont know what that means

uncut siren
mortal trellis
#

no

uncut siren
#

ok

#

ty

#

let me check again

#

im missing something

#

@mortal trellis

mortal trellis
#

still not quite right

#

you have -3x^2+4x^2

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so +1x^2, not -1x^2

uncut siren
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yh

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i saw that

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still wrong

uncut siren
#

@mortal trellis

mortal trellis
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well at least now the simplifcation is correct

uncut siren
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lol

mortal trellis
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I am not familiar with this specific notation of polynomial division tho

uncut siren
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ohhh

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nothing to do then

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it's something at least

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ty

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<@&286206848099549185> anyone can help me?

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what could be the error

fringe scroll
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Hola

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El ruffini en sí está bien hecho

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pero se te ha olvidado el término independiente

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o sea, tendrías que haber puesto 2 1 5 0

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arriba

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@uncut siren

uncut siren
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sigue sin ser correcto

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no cambia ponerle el 0 o no

fringe scroll
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cambia el resultado

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si

uncut siren
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aver

fringe scroll
#

pruébalo y me dices

uncut siren
#

pero @fringe scroll

fringe scroll
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dime

uncut siren
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si pongo el 0 despues tengo que poner

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-1 x 0

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lo cual da 0

fringe scroll
#

no

uncut siren
#

sigue siendo 6 y el ruffini tendria que dar 0

fringe scroll
#

-1 x 6

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Pero por que tiene que darte 0

uncut siren
#

-1 x 6 = -6

fringe scroll
#

eso

uncut siren
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-6 + 0 = -6

fringe scroll
#

entonces te queda

uncut siren
fringe scroll
#

2x²-x+6, resto - 6

fringe scroll
uncut siren
#

estas seguro

fringe scroll
#

si

uncut siren
#

confio en mi gente

fringe scroll
#

puede ser que te hayas equivocado al simplificar, pero si lo has simplificado bien puede darte algo que no sea 0

uncut siren
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es que

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en todos los ejemplos da 0

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por eso digo

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todos los de youtube

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por decir un ejemplo @fringe scroll

fringe scroll
#

pero que quieres hacer exactamente

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factorizar o hacer una división

uncut siren
#

nose

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ahora lo hago

fringe scroll
#

es que ruffini se usa para las dos cosas

uncut siren
#

entiendo

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gracias pibe

fringe scroll
#

de nada

uncut siren
#

no me ayudas con otra?

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que tambien tengo dudas

fringe scroll
#

pero rápido que tengo sueño

uncut siren
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te mando solicitud

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y hablamos mañana

fringe scroll
#

ok

uncut siren
#

porq tengo q ir a la chamba

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gracias

fringe scroll
#

jaja

uncut siren
#

.close

lone heartBOT
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lone heartBOT
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wet vector
#

could someone explain to me plz where they get 'n-k' from?

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why is it n-k divisions and assignements

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dont rly get that

surreal meadow
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<@&268886789983436800>

wet vector
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what the

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nah im scarred

real gazelle
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That was really disgusting I'm sorry

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Some people >.<

wet vector
real gazelle
#

This notation is terrifying but it's because k+1, ..., n is n-k different numbers

real gazelle
#

no problem :)

wet vector
#

.close

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fiery reef
#

i need help

lone heartBOT
fiery reef
#

damn

waxen flame
#

First of all, factor out the nines.

lone heartBOT
#

@fiery reef Has your question been resolved?

fiery reef
#

OKAY

#

sorry for caps

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latent walrus
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latent walrus
#

is the simplifying correct?

#

.close

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latent cosmos
#

Whats the bottom n?

lone heartBOT
vapid shuttle
#

a subscript

latent cosmos
#

Ah ok, looked it up from there. Just wasnt even sure what I was searching for. Thanks lol

#

.close

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barren marsh
#

Here I am confused what happens to it horizontally?

jagged cobalt
#

shifted left by 5, stretched by scale factor 5 and reflected in y

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barren marsh
#

.reopen

lone heartBOT
#

barren marsh
#

Which one?

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<@&286206848099549185>

jagged cobalt
#

stretched

barren marsh
#

Makes sense

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Thanks!

barren marsh
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Why not compressed?

jagged cobalt
#

it would be compressed if it were -5 rather than -1/5

#

does the opposite of what you may expect

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#

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digital token
#

I am doing very basic topology and was practicing for an exam. The question was basically to determine if

[B = {(x, y) \in \mathbb{R}^2 : |xy| \leq 4 }]

is closed.
The correction said that we can define the function
(f : (x, y) \mapsto xy) which will be continuous and since $B = f^{-1}([-4, 4])$ and [-4, 4] is closed in $\mathbb{R}$, B is also closed. However this solution seemed a bit weird to me?
In our handout it is said that if F is a mapping from a metric space ((E_1, d_1) \longrightarrow (E_2, d_2)) there is equivalence between "F is continuous" and "if U is a closed set of (E_2) then (F^{-1}(U))" is also closed. However isn't the f proposed in this without inverse, since it's not bijective? Or is the proposition in my handout wrong and this is true even for such "fake inverses"?

ocean sealBOT
#

mippen

ionic socket
#

can someone help me to solve this ?

nimble fern
lone heartBOT
mortal trellis
#

F^-1 doesnt mean inverse here, it means preimage

digital token
#

Oh okay, that makes a lot more sense, thank you! Is there anyway to tell the difference in notation? If I hadn't stumbled upon this training question I would've probably continued to have the wrong idea of the whole thing

nimble fern
mortal trellis
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the notation is the same

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its just from context

nimble fern
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oh my... I'm too slow

mortal trellis
#

generally when you say f^-1(set) you generally mean preimage

digital token
#

That's embarassing 😅 , guess I haven't been paying close enough attention

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Thanks to both of you! :)

mortal trellis
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in topology etc its quite rare that functions actually have inverses

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preimages are much more common

digital token
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Yeah, I guess I just heard about inverse functions first and mentally erased every time I heard "pre-image" from my mind. Gonna close this now to leave space for others!

#

.close

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clear hull
#

could some1 explain this problem to me? i know it has something to do with pigeonhole principle but idk where to go from there

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@clear hull Has your question been resolved?

mortal magnet
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clear hull
#

.reopen

lone heartBOT
#

clear hull
mortal magnet
#

first of all

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which set is bigger?

clear hull
#

X right

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i think-

mortal magnet
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X is indeed bigger than Y

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so which answers can you eliminate by doing that?

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(Im making sure you understand what the answers are saying)

clear hull
mortal magnet
# clear hull A

also D, because then |X| < |Y| would be allowed and that cant happen

mortal magnet
#

you can come up with a way to map up to 2 elements to X to one element in Y, right

clear hull
mortal magnet
#

reread it

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the answer cant allow wrong answers

clear hull
clear hull
mortal magnet
#

it would be inevitable that three elements map to a y

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you can argue that you tried to minimize this by having 2 elements -> 1 element everywhere, and then theres this one extra that needs to map somewhere

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that is using the pidgeonhole principle, where you show that |X| > 2|Y| must mean """ |x| > 2|y| """ (those are in big quotes because thats not how its typed)

clear hull
#

ohhhh i think i get what you are saying

mortal magnet
#

you can think of it as

clear hull
#

so if |X| = n|Y|, then for every n elements in X you can just map it to a distinct y in Y

mortal magnet
#

yea

mortal magnet
#

youre trying to overbook a plane by making n passengers sit in a seat

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so you naturally can get away with placing n * number of seats passengers in the plane

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if one more comes in, if |PASSENGERS| > n|SEATS|,

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then theyre not going to fit in the plane

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stand in the aisle maybe

clear hull
mortal magnet
#

yea

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just like with 2 elements or with n passengers

clear hull
#

hmmm

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then why wouldnt the answer be |X| = n|Y|

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cause thats what the question is asking for right

mortal magnet
#

oh right

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|X| > n|Y| already works

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so if its really supposed to be |X| ≥ n|Y| thats cool but you just choose an answer that necessarily must work

clear hull
#

ah gotcha

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thanks for the help i appreciate it 🙏

mortal magnet
#

np

clear hull
#

.close

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#

Please don't occupy multiple help channels.

ocean sealBOT
#

Someone

lone heartBOT
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stiff harness
#

bruh

lone heartBOT
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pure mural
#

anyone mind helping me on this 1?

lone heartBOT
strange marsh
#

can i get a solution for this problem:

pure mural
strange marsh
#

whops sry i just joined

pure mural
#

np

pure mural
pure mural
heavy lily
#

hello

#

?

pure mural
pure mural
lone heartBOT
#

@pure mural Has your question been resolved?

minor path
#

can i get a solution?

lone heartBOT
#

@pure mural Has your question been resolved?

lyric dune
#

Can I get help for this one

surreal meadow
surreal meadow
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alpine sable
#

Yo

lone heartBOT
#

Please don't occupy multiple help channels.

alpine sable
#

I don't got alot of time

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I'm a quick learner

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Dawg

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Are you asleep

jagged cobalt
#

(who are you talking to)

alpine sable
#

Prob you

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Anyways

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I want to know the title of this thing

jagged cobalt
#

youve been waiting 7 minutes and youre acting like this

#

mad guy

alpine sable
#

It's been 17 minutes

storm elbow
#

why you open another channel?

alpine sable
#

It's close to 20 minutes

storm elbow
alpine sable
#

I just want to know

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The title of

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The upper half thing

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So I can speed blits it

jagged cobalt
#

your other channel was open for 8 minutes mate

#

thats just trig and how the functions relate to eachother

alpine sable
#

What do I type In on youtube

storm elbow
#

💀

alpine sable
#

I speedran a chapter in less than an hour

#

So...

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What's do I type in

storm elbow
#

well certain trig functions are positive or negative based on the quadrant

#

Tutorial on using the quadrant rule in trigonometry.

YOUTUBE CHANNEL at https://www.youtube.com/ExamSolutions

EXAMSOLUTIONS WEBSITE at https://www.examsolutions.net/ where you will have access to all playlists covering pure maths, statistics and mechanics.

https://www.facebook.com/examsolutions.net/

NEW INSTAGRAM: https://www.instagram.com/e...

▶ Play video
#

something like this will help?

alpine sable
#

Thank you @storm elbow

jagged cobalt
#

'find other trig functions from one given ratio' or some nonsense

alpine sable
#

.close

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toxic wasp
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toxic wasp
#

This is what my textbook has written down. I am so confused. Are these not directly contradicting each other? The harmonic series diverges but that same sequence would converge at 0. Then this theorem says that a sequence converging at 0 have a convergent series. But the harmonic series is clearly divergent despite its sequence converging at 0.

vapid shuttle
#

no they are not contradicting eachother

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it does not say that if the limit of an -> 0 then the sequence converges

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it is saying that, if the sequence converges, then it limits to 0

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this does not guarantee that any sequence which limits to 0 is convergent, as your example of the harmonic series shows

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The theorem is not an "If and only if" theorem

toxic wasp
#

Ohh

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My professor explained it the other way around in class

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I was so confused 😭

#

.close

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zealous lichen
#

If it's R * (2pi+R) you get 2piR + R^2

rich quiver
#

ab × c = abc not ab × bc

zealous lichen
#

Oops

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alpine sable
lone heartBOT
alpine sable
#

how is it confirmed that the solutions of denom are the vertical asymptotes here?

#

i'm guessing any num/ 0 = inf

hushed locust
#

in general vertical asymptotes will appear wherever the denominator approaches 0 (while the numerator does not). to confirm you can check that the numerator does not equal 0 at the same points

alpine sable
#

okay

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if a fn doens't have a denom

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does it mean it wouldn't have vertical asymptote?

hushed locust
#

if it's a polynomial then yes, but other types of functions (e.g. logarithms) it can be more complicated

alpine sable
#

u're right, gotcha

#

one last ques

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is there any relation between asymptotes of fn and inv fn, does horizontal asy become vertical asy or anything similar?

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google search answers that i guess

#

anyway unimp, just curious

#

.close

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old mirage
lone heartBOT
old mirage
#

I'm lost. So far I have that a and b are relatively prime and I wrote a as a product of distinct prime numbers

#

should I go about it where I should write b as a product of distinct primes as well, and given that a|bc write that ad=bc

empty moth
#

There’s an very easy proof with this

old mirage
#

I know that that's the simpler way, but I don't know how to apply the fundamental theorem of arithmetic

#

yea for sure i was just asked to use FTA

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I proved it earlier with bezouts

empty moth
#

Since you would have the same set of prime factoring

#

And gcd(a,b) is 1

old mirage
#

so I was on the right track by using ad=bc?

empty moth
old mirage
#

epic

empty moth
#

It’s just one step away literally

old mirage
#

yea that's on brand for my math lol

#

thank you!

empty moth
old mirage
#

u 2!

#

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frail grove
#

$\int |f|$ converge $\implies \int f$ converge

ocean sealBOT
#

Adam Chebil

frail grove
#

can someone explain the intuition behind this ?

#

like why is it true ??

alpine sable
#

Absolute convergence implies convergence

surreal meadow
#

[\left | \int_D f\right | \le \int_D|f|]

ocean sealBOT
#

maximo

surreal meadow
#

this is part of the intuition behind it

frail grove
#

but how does that relate to the first assertion ?

surreal meadow
#

if the integral of the absolute value is convergent, and so bounded, then the absolute value of the integral will also be bounded

#

what class is this for?

frail grove
#

i think it's the equivalent of calc 2

frail grove
#

it does

surreal meadow
#

on a bounded domain this should be enough intuition

#

as for integrals to infinity, we would also like to check that the integral doesnt oscillate or act up in a similar way

frail grove
#

but i still don't understand why absolute convergence imply simple convergence

frail grove
surreal meadow
#

yes

#

so the integral itself is bounded

frail grove
#

ohhhh

#

ye i think i got it now

surreal meadow
#

[-\left|\int_Df\right|\le\int_D f \le \left|\int_Df\right|\le \int_D |f|]

ocean sealBOT
#

maximo

frail grove
#

yeah, understood

#

thnx

#

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molten pivot
#

find E[min(X,Y)] where X,Y are iid standard uniform random variables over the unit square in R2

molten pivot
#

@craggy dagger

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molten pivot
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<@&286206848099549185>

molten pivot
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<@&286206848099549185> '

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vapid shuttle
lone heartBOT
surreal meadow
#

e

vapid shuttle
#

I have a doubt about how to prove this. My sir tried to do it by induction but his answer key is wrong

#

oh nevermind he made a mistake in has base case

#

should be n=1

#

gosh I fucking wish my sir taught me maths for hours

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drifting bane
#

Help

lone heartBOT
drifting bane
#

help

#

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drifting bane
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.reopen

lone heartBOT
#

drifting bane
#

Hi, I am really stuck on how to graph sin and cosine with the phase shift and vertical shift. And for tan and cotangent graphs how many graphs do u have to draw and same issue with phase and vertical shift. Also how do u graph csc and sec

#

thank you!

viscid surge
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sick vigil
#

how is this simplified

lone heartBOT
surreal meadow
#

2 = sqrt(4)

#

they then bring the 4 into the square root

sick vigil
#

ahhh

surreal meadow
sick vigil
#

I'm trying to simplify it now with that

#

give me 1 sec

#

okay that makes sense, ty

#

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drifting bane
#

@viscid surge

#

i think i figure it out

#

i figured out the sin and cosine

#

but not the tan and cot

#

and csc and sec maybe i figured it out?

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hot trail
lone heartBOT
hot trail
#

Could someone explain what the question is asking exactly?

#

Some examples of elementary row operations (i think):

R_1 = R_1 + R_2

#

Swapping two rows

#

R_1 = 2*R_1

vapid shuttle
#

if you apply E1 to a matrix A from the left

#

what elementary row operation does this perform on A?

vapid shuttle
#

hint: do it and find out

hot trail
#

E1 is similar to identity matrix

#

ok will do

hot trail
#

So the row operation is R_2 = \lambda R_2

vapid shuttle
#

yes

pastel drum
#

where am i going wrong how do i find X and ɸ

vapid shuttle
#

@pastel drum

pastel drum
#

give me second

hot trail
#

i think i got it now,

pastel drum
vapid shuttle
pastel drum
#

idk how to do that

vapid shuttle
pastel drum
#

thx

hot trail
#

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pastel drum
#

can i please get some help

lone heartBOT
#

Please don't occupy multiple help channels.

pastel drum
#

i dont have another one?

hushed locust
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true axle
lone heartBOT
#

Please don't occupy multiple help channels.

true axle
#

help pls

vernal root
# true axle

do you know what the ticks on line PQ and QR mean

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#

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sacred pebble
lone heartBOT
sacred pebble
#

I am confused on how to set up the equation on this problem

#

<@&286206848099549185> 😔

full dome
#

Hey

sacred pebble
#

Wsg I’m confused on this problem

full dome
#

Okay what's the question?

full dome
sacred pebble
#

Yes

oblique acorn
full dome
#

Lol

sacred pebble
#

We got step 1

oblique acorn
#

its kinda hidden

sacred pebble
#

mb

#

but I know you’re supposed to write an equation using the info given but my brain ain’t working rn

full dome
#

So you can set 3 equations up

#

So first denote a variable to Joni's time when painting alone

#

Then we get the following:

#

Trinidad alone: x-6
Joni alone: x
Trinidad and joni: x+2

sacred pebble
#

O

#

So we are solving for x

full dome
#

Yes

#

Can you do that from here?

sacred pebble
#

Would the equation be 1/x-6 + 1/x = 1/x-2

full dome
#

Nope

sacred pebble
#

Why not

full dome
#

Hang on lemme re-read the question

#

Trinidad alone is 6 hours faster than joni, so that's x-6.
x-6 is 2 hours slower than both, right?

#

The difference in x-6 and x is therefore 8

#

So x-(x-6) = 8

sacred pebble
#

No it’s 2 hours slower than Joni and Trinidad together

full dome
#

That's what I meant

sacred pebble
#

But you said just Joni

full dome
#

I meant both

sacred pebble
#

🗿

#

Oh

full dome
#

Piss off

sacred pebble
#

Fr

full dome
#

Anyways

#

We know Trinidad alone is x-6

#

And both is x+2

#

And we know they're 8 hours in difference right?

sacred pebble
#

I’m confused how you got x+2

full dome
#

Ah I misread it 🗿

sacred pebble
#

Lol

#

This question is worded so poorly

full dome
#

So together, they take x-2, agreed?

sacred pebble
#

That’s what I would think but it doesn’t make sense how it’s slower than just trini which is x-6

full dome
#

Yeah i know the wording is meh

#

x - (x-6) = 2

#

That's the important equation anyways

sacred pebble
#

Oh lemme try it

full dome
#

Wait

#

What am I talking about 😂

sacred pebble
#

I’m like that means we have no x

full dome
#

Yeah this question is dog shit

#

Spam a random answer and see what it wanted?

#

The wording is appalling idk what it wants

sacred pebble
#

It’s probably a decimal so it would take many tries

#

💀

full dome
#

8

#

I think it's 8 but like

#

The wording is dog shit

sacred pebble
#

8 is wrong

#

😭

full dome
#

Yeah I know now look at the actual answer 😂😂😂

sacred pebble
#

Well I asked a couple of AI’s and they couldn’t do it saying there is no answer 💀

full dome
#

That's what I'm thinking

#

Not enough info

#

The fact that both slows Trinidad down means that it's not possible, right?

#

Nowehere does it say that Joni's time alone is proportional to her affect on Trinidad

sacred pebble
#

I don’t know

#

Both of those info tells us about Trinidad’s time

#

1/x-6 = 1/x+2

full dome
#

The question has no solution I don't think

#

The wording is complete ass

sacred pebble
#

I tried no solution too 💀

#

No luck

#

I might just skip this one

lone heartBOT
#

@sacred pebble Has your question been resolved?

lone heartBOT
#

@sacred pebble Has your question been resolved?

lone heartBOT
#

@sacred pebble Has your question been resolved?

lone heartBOT
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narrow wedge
lone heartBOT
tawdry sentinel
#

Got a sketch yet?

narrow wedge
tawdry sentinel
#

So in class, how have you solved these kinds of problems?

narrow wedge
#

im going ahead

#

to be real

narrow wedge
tawdry sentinel
#

Ok! How comfortable are you with slope and distance formulae?

narrow wedge
#

im ok with using them

#

which ones in particular would we use

tawdry sentinel
#

You'll need to find the slope of AC in order to generate BD, which is perpendicular to it

narrow wedge
#

oh thanks a lot

tawdry sentinel
#

Couple ways to work out the distance from B

narrow wedge
tawdry sentinel
#

Finding the point where AC and BD intersect... let's call that point O

#

BO will be equal to OD

narrow wedge
#

alr i think im good with it now

#

appreciate it

tawdry sentinel
#

np

narrow wedge
#

.close

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weary abyss
#

.close

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#
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left gale
#

just been struggling on how to enter it and confusion with notes

#

I've been struggling with this question for a bit and not sure exactly sure what im doing wrong

#

this is a bit confusing lol

floral plaza
#

You may want to review interval notation -> https://brilliant.org/wiki/interval-notation/#:~:text=Interval notation is a way,inequality or system of inequalities.
Parenthesis are used to show a lower or upper bound while square brackets are used to show that the limit is inclusive.

Interval notation is a way to describe continuous sets of real numbers by the numbers that bound them. Intervals, when written, look somewhat like ordered pairs. However, they are not meant to denote a specific point. Rather, they are meant to be a shorthand way to write an inequality or system of inequalities. Intervals are written with rectang...

#

I'm not sure how you got to (-2, 0) for it's range, but the range should be the set of numbers that the function is capable of producing as output

left gale
#

i was grabing for straws at that point, i just switched the numbers around and was being told that it was wrong

#

im just at my wits end lol

floral plaza
#

I see, you might consider a vocab table and/or flashcards for the terms

lone heartBOT
#
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pallid hare
lone heartBOT
pallid hare
#

how do you know its 1/16

oak gulch
#

by calculating the odds

pallid hare
oak gulch
#

do you know how to calculate odds?

pallid hare
oak gulch
#

yeah, use that, find out what to put above the fraction and what below

#

I'm sure you can figure it out

pallid hare
oak gulch
#

what would count as favorable?

pallid hare
oak gulch
#

so how would you divide favorable/total?

pallid hare
oak gulch
#

start by calculating the area of the circle, and the area of A

pallid hare
#

201.06 area of circle

#

u cant simplify

oak gulch
#

what does your calculator say...?

pallid hare
#

419/6702

oak gulch
#

weird

#

what kind of calculator do you have?

#

ah wait

pallid hare
#

i tried on ti 84 and online calculator

oak gulch
#

I know the problem

pallid hare
#

ok

oak gulch
#

you are rounding the numbers

#

keep them as they are and you will get a neat number

pallid hare
#

im not

oak gulch
#

yes you are

pallid hare
#

oh the calculator i used to find the area auto rounded

#

sry abt that

oak gulch
#

,w (4pi)/(64pi)

#

lol

oak gulch
#

ah yeah I didn't even realise you don't even need a calculator

#

look you can cancel the pi 🙂

pallid hare
#

oh

#

ty

#

same thing for b

#

?

oak gulch
#

yeah

pallid hare
#

then - 1 for the overlap

#

ok thanks bro

#

.close

lone heartBOT
#
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rustic oxide
lone heartBOT
rustic oxide
#

how are you supposed to denote that?

#

nvm got it

#

.close

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subtle blade
#

is tangential acceleration of point P negative or positive?

subtle blade
#

i got 9.81 m/s^2

#

but im not sure if its positive or negative

fallen verge
#

which direction is the acceleration? clockwise or counterclockwise?

lone heartBOT
#

@subtle blade Has your question been resolved?

subtle blade
#

because the bucket is reaching the ground

#

but now im thinking im wrong on that

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drowsy oyster
#

How do i solve this compound interest question?

drowsy oyster
#

the video aint helping

#

been on this for 30 mins

#

.close

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coarse coral
#

For a vector calculus course I am taking, k=x and L=y. I tried to start it but I believe I must be going wrong somewhere

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#

@coarse coral Has your question been resolved?

coarse coral
#

I did not write the problem

#

<@&286206848099549185>

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@coarse coral Has your question been resolved?

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hallow vessel
#

can i get some help with a geometric proof

hallow vessel
#

i think my equation must be wrong

#

but

#

1 sec

lone heartBOT
#

Please show the original problem, exactly as it was stated to you, with the entire original context. A picture or screenshot is best. If the original problem is not in English, then post it anyway! The additional context might still be helpful. Do your best to provide a translation.

hallow vessel
#

we r just supposed to prove this

#

.close

lone heartBOT
#
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paper mango
#

if you meant a geometric proof then you just show that it includes 5x the other shape

#

or more elegantly: 4x the copy of the initial triangle

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paper creek
#

Yo

lone heartBOT
paper creek
#

Can some one help me on my algebra 2 homework

hallow vessel
paper mango
paper mango
paper creek
#

The first one

#

I have a 3 page packet

#

Can you help me out finishing it

#

It is due next period

paper mango
#

,rotate

ocean sealBOT
paper mango
paper creek
#

My calculator does work

#

Doesn’t

#

I need it to find the intersex

#

Intersection

paper mango
#

which I presume you hadn't so far?

paper creek
#

What does that even mean

#

Sorry, I’m freaking out rn

paper mango
#

ok, then you're probably meant to find it iteratively

paper mango
#

using the calculator you'd likely either get an immediate result

#

or, if you've practised that way in class, you can find the solutions iteratively

#

because you know that 2t+5 is linear

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and 3(1.43)^x is exponential

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so they have at max two intersections

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especially since they say "to the nearest tenth"

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you shall likely approximate

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@paper creek dyk how to approximate them?

paper creek
#

Nope

paper mango
#

or which method you used in class for it

paper creek
#

Idk

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I am freaking out rn

paper mango
#

why 🐛

#

we want to approximate:

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which is equivalent to

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now, what we want to do is interval-wise approximation

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by taking some starting interval

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and making it smaller repeatedly

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here are the graphs visualised

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so we'd want some interval (here in green)

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that we can make iteratively smaller

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which we can do using the derivative!

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meaning that if the derivative is the positive, we can minimize to the left

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and for negative derivative we can minimize to the right

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if you had a different method before then mention @paper creek

#

for the derivative one would find that at 1.741 we have 0, so that's where we can set the starting point for the intervals

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and since we search for at max 2 intersections

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we'll have two intervals

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a similar but slightly different method would be to instead have a climber, that remembers his last position

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and goes half the step size each iteration

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also left/right depending on the derivative

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welp :/

lone heartBOT
#

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subtle cloud
lone heartBOT
subtle cloud
#

Physics, Electric Flux

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i dont get items 2 and 3

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and I think item 3 meant the same situation in item 2 instead of 1

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but my answer for item 1 is inward, idk if that's correct

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and my answer for item 4 is 0

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and for item 5 i just dont get it

hushed locust
#

2 & 3: the amount of flux is related to the angle between the surface normal vector and the electric field
4 & 5: Gauss' law applies here

subtle cloud
#

what should I solve for for items 2&3? the angle?

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<@&286206848099549185>

lone heartBOT
#

@subtle cloud Has your question been resolved?

subtle cloud
#

does the answer look like cos(0) and cos(360°)

#

is the answer for item 5 equal?

#

like the electric field lines passing through the surface is equal to the ones entering it since there's an equal amount positive and negative charges

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I ignored the values of the charges and just based on the signs of their charges idk if that's right

lone heartBOT
#

@subtle cloud Has your question been resolved?

lone heartBOT
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prime spire
#

How can I get the equation of the path? I already got the x and y components with integrating and I also tried to substitute the t in the y equation but that doesn't work.

prime spire
#

That's the right answer, but I don't know how to get the rectangular equation.

#

the parametric equations are crystal clear, but idk how one should get to the euqation of the path.

quasi vector
#

one thing you can do is find y in terms of x

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as in, just find out what t is in terms of x

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and substitute that in y

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there will be a +-, which is why you then square

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and simplify

prime spire
#

I'll try that

#

If I plug the t in terms of x in the equation of y, then I can't get this form even through simplifying and why / how did he get the y on the right side of the equation

#

when I express t in terms of x I get:
t = ±(x-0.75)^(0.5) + 0.5

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#

@prime spire Has your question been resolved?

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lusty yoke
#

Hello everyone! I'm having a problem with this question where the answer im computing is not in the same formula as the question is asking

quasi vector
#

!show

lone heartBOT
#

Show your work, and if possible, explain where you are stuck.

lusty yoke
#

two moments

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so the format is aln(b)-b

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the question is asking for a and b

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i calculated the arc length of the function at -8ln(4) + 2 + 8ln(2)

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which is not in the form of a and b

quasi vector
#

it is

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ln(4)=2ln(2)

lusty yoke
#

i also dont believe im supposed to solve the arc length but use a theorem? because the computation for arc length here is absolutely absurd

lusty yoke
quasi vector
#

it is

lusty yoke
#

ooooh i see

#

but

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question

#

is there a theorem that makes this any less painful?

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at all?

quasi vector
#

what do you mean theorem?

lusty yoke
#

the solving process was quite honestly immensely brutal

#

finding the derivative of that function takes an entire page

#

well thank you for the help i didnt realize that ln(4) = 2ln(2)

#

.close

lone heartBOT
#
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lone heartBOT
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river swan
lone heartBOT
river swan
#

how do i do iii.)

#

I was also stuck on ii but figured it out thanks to some help

#

so since ii gives us four roots

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there must be 3 stationary points

#

that easy

#

are the x coordinate of the stationary points 1/2 the roots of the equation?

#

or how else can I do it

#

I tried differentiating but dont get anything meaninful

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only

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0=(e^2x-e^(-2x))-5(e^x-e^(-x))

foggy vigil
#

The stationary points are where the derivative equals zero so you’ll want to find those x values in the equation you sent then plug them into the original function to get y

river swan
#

?

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if I plug the values in, ill get y=0

#

Surely I need to differentiate and find when 0

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at which point the previous values are useless

foggy vigil
#

Yeah you’ll get a new set of x values unrelated to part (ii). Those are where the function equals zero. You want when the derivative of the function equals zero

river swan
#

yh how do i find that

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when I differentiate I get a horrible function

#

that I can't solve

lone heartBOT
#

@river swan Has your question been resolved?

pliant oak
#

0=(e^2x-e^(-2x))-5(e^x-e^(-x))
Multiple e^(2x)by both sides
0=e^(4x)-1-5(e^(3x)-e^x)
Let e^x=t>0
Then
t⁴-5t³+5t-1=0
(t-1)(t+1)(t²-5t+1)=0
There are four real roots of t
But t=-1 don't have corresponding x
So there are three roots of x

river swan
#

Thank you!

lone heartBOT
#

@river swan Has your question been resolved?

lone heartBOT
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late maple
#

I tried solving this with the two phase method but I got stuck at phase 2

late maple
#

Did I make a mistake?

#

And if I didn’t what does a tableau like this mean?

lone heartBOT
#

@late maple Has your question been resolved?

late maple
#

<@&286206848099549185>

#

.close

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velvet jacinth
#

Hi can someone teach me 2.3 polynomial identities

lone heartBOT
#

Please don't occupy multiple help channels.

zinc haven
#

stick to your channel

lethal belfry
#

chose a channel ,either this or help 2

velvet jacinth
#

Ok I didn’t know

#

Delete it

#

This

#

One

lethal belfry
#

.close

lone heartBOT
#
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velvet jacinth
#

دخيلكم حد يساعدني مب فاهمه شي وعندي امتحان باجر

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#

Please don't occupy multiple help channels.

#

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keen glade
#

if P(A)=3.0 and P(A|B)=0.1, how do i solve this?

nova swift
#

Can someone help me?

wintry sluice
#

this channel is occupied

wintry sluice
#

wait also

#

are you sure p(A) is 3.0?

keen glade
#

yes

wintry sluice
#

it isnt possible

raw stream
wintry sluice
#

probability of an event must be less than 1

wintry sluice
#

lmao

#

its ok

raw stream
keen glade
#

let me check the question again, brb

wintry sluice
#

alr

keen glade
#

oh sorry it was 0.3

wintry sluice
#

yes

keen glade
#

the answers are: P(B)=3P(B|A), P(B)+P(B|A)=1, 3P(B)=P(B|A) and P(B)=P(B|A)

#

but idk how exactly to calculate

wintry sluice
#

what should you find

#

in the question

keen glade
#

it siy says if P(A)=0.3 and P(a|b)=0.1 then

wintry sluice
#

thats all?

keen glade
#

yes

wintry sluice
#

in order to find p(b) or the intersection of a and b

#

you need one more parameter

#

wait

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are there options?

keen glade
#

yes there are 4 options

wintry sluice
#

what are they

wintry sluice
#

ah

#

didnt see those

#

sorry

#

so

#

p(A) = 0.3

#

so you can find p(b) by subtracting p(a) from 1

#

which is 0.7

#

you can then find the intersection of a and b

#

and solve the options

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got it?

keen glade
#

not really, sorry

wintry sluice
#

its ok

keen glade
#

like if i want to find P(B) how would i do that?

wintry sluice
#

1 - p(A)

keen glade
#

okay so P(B)= 0.7