#help-17

1 messages · Page 34 of 1

mild flower
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have you done y yet? do that one before looking at z

wispy schooner
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-2.8+y*1=.3

mild flower
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i think you mean -2.8 + D*1 = 0.3

wispy schooner
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Yes, sorry there’s so many variables

mild flower
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you should end up with something that looks like y(t) = ___ + ___t, where there are numbers in the blank spaces

wispy schooner
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I thought the t was the y*1 and the y(t) = .3

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Because we subtract the points after

mild flower
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i don't think I'm following you

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our goal here is to come up with an equation for y in terms of t, we know it's going to be linear and we know it's going to pass through (0, -2.8) and (1, 0.3)

wispy schooner
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I kinda get it, its because the equation before we used the equation for x(0) and x(1) that’s why I was following the rest of the equations as the set up (like -2.8+y*1=.3)

mild flower
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yeah we did a very similar thing for x, to find an equation for x in terms of t

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the procedure for finding x(t) and the procedure for finding y(t) [remember these are both equations, not values] are identical; the only thing that changes is the numbers we're working with

wispy schooner
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Oh okay

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So for the equation vector itself that means it’s 3.5-1.7t, 3.1t-2.8, and then lastly its 2.1

mild flower
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yep which can be written as z(t) = 2.1 + 0t if you want to make it nice and symmetric; I'd recommend sticking to either ascending or descending order

wispy schooner
#

Oh okay, thank you!

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vocal sleetBOT
hushed tree
heavy yoke
#

<@&268886789983436800>

lost yarrow
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mint remnant
#

What is the derivative of y=x^3*ln(1-x)?

vocal sleetBOT
vocal sleetBOT
paper depot
mint remnant
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Yes but the multiple choice question didn’t seem to have it

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I want to know if I did it correctly

outer warren
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show what you did and the available options

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(don't just show your final result, show all steps)

mint remnant
paper depot
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^

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and the answer options?

mint remnant
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I can’t remember but the one I chose was almost like my one but the bracket contained x-1 instead

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The other ones were obviously wrong and I sketched them to make sure

mild flower
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it might be useful to recall that $1-x = -(x-1)$

twin meteorBOT
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kitten.in.a.teacup

mint remnant
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Is that a law for logs though?

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-ln(x-1)=ln(1-x)?

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I remember one of the answers were -3x/(x-1) and another was 3x^2*ln(1-x)

regal bane
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Your work looks good

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,w derivative of x^3 ln(1 - x)

regal bane
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Why is Wolfram so eager to do weird factoring in the final answer

mild flower
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it's a showoff

regal bane
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Like "yes, I would like x² factored out of that, please"

vast shale
vast shale
mint remnant
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i think the exam had no answer

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it was designed by one teacher

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only the end of year exams are written by a team

vast shale
mint remnant
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yep

vast shale
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Hmm

mint remnant
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it was a tech active exam so i sketched them all and not of them matched

vast shale
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Well in that case you should just report that question

mint remnant
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yep

vast shale
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To the incharge

mint remnant
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i’m not too stressed since these don’t go on reports, only for practise

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but i’ll definitely talk

vast shale
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mint remnant
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unborn quail
#

if $2x^3 - 8x^2 + 3x - 4 = a(x-1)^3 + b(x-1)^2 + c(x-1) + d$ find a b c and d

twin meteorBOT
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Big Chicken

tropic field
#

Expand and compare the coefficients I guess

unborn quail
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surely there is a faster way

tropic field
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Both part input 1 and find d

unborn quail
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i did that

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nvm i got it

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u just keep on subbing in values for x

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and u slowly get equations

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that u solve simultaneously

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also teh leading coeff can easily be eqaute

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a = 2

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thanks for u help

tropic field
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But won’t expanding it be better

unborn quail
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its slightly faster this way

tropic field
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I see

unborn quail
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can u help me wit this other one

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,rotate

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.close

vocal sleetBOT
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unborn quail
#

,rotate

twin meteorBOT
bitter copper
#

Use a new help channel this one may get moved because you closed it before it reopened

vocal sleetBOT
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unborn quail
vocal sleetBOT
unborn quail
#

,rotate

twin meteorBOT
unborn quail
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i sent it again

tropic field
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Although it is slow but you can plug in 3,2,1,0

unborn quail
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but dont i need to expres it into the other form

tropic field
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You plug in 0 then you can find E

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Plug in 1 you will get d

unborn quail
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its not equating tho

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i have to change the equation

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of the first one

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into the form into the first one

tropic field
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But since it is derived from it so they are equal

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I guess the trick still works

unborn quail
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i guess

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i sub in 0

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to find E

tropic field
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Find E you gotta sub in 0

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Yes

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It is kinda slow tho

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Maybe there is a better way

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Btw for “A”

unborn quail
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A = 1

tropic field
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Alright

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Did ya get it

unborn quail
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c = 4

tropic field
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I guess you know how to do it

unborn quail
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i got it

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thanks you

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what do i do if something has irrationla roots

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,rotate\

twin meteorBOT
tropic field
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Compare the coefficients

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Expand it

unborn quail
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i have to manipulate the first eq

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to teh second vers ion

tropic field
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I guess it still works here

onyx hound
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What grade are you in?

unborn quail
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11

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aus

tropic field
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How’s it

unborn quail
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i got it to this form

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by completeing the square and that

onyx hound
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It was pretty easy

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Tbh

unborn quail
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so helpful

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vast shale
#

i forgot what is the formula and how to answer the area of a circle

vast shale
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i know its kind of stupid

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but i just forgot

echo badger
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πr²

real gale
#

This basic geometry video tutorial explains how to calculate the area and circumference of a circle given it's radius and diameter. This video contains a few examples with word problems. This video also explains how to calculate the circumference given the area, and how to calculate the length of the radius and diameter given the area and circ...

▶ Play video
vast shale
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oh thanks

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oh btw thanks

vocal sleetBOT
#

@vast shale Has your question been resolved?

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fallen hedge
#

how do I prove this?

vocal sleetBOT
fallen hedge
#

im gtuessing that it extends off the double angle formula

paper depot
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yes that's the most straightforward way

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well, that and the one for cos(2x)

fallen hedge
paper depot
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you think we will just give the entire solution to you?

fallen hedge
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oh riight

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what is the next step D

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😄

paper depot
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no such thing as "the" next step,

fallen hedge
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clue

paper depot
#

but you could try to apply double angle identities where you see a way to do so.

vocal sleetBOT
#

@fallen hedge Has your question been resolved?

vocal sleetBOT
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hasty wren
#

Is this a correctly executed Euler cycle?

In an Euler cycle, you can't go through the same point twice, right?

hasty wren
#

Or can you go through a point more than once, but not through an edge/side?

vocal sleetBOT
#

@hasty wren Has your question been resolved?

hasty wren
#

<@&286206848099549185>

vast shale
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and yes, that is an euler cycle

hasty wren
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just read In Euler's cycle, which is a closed route in a graph, each edge is visited exactly once. This means you don't go through any point more than once.

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which means opposite what you said

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and believe what i read its inccorect bc i go thru X3 2 times

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(red arrows are mine)

vast shale
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edge ≠ point

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each edge is visited exactly once.
means go along each line exact once

hasty wren
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i know, but "means you don't go through any point more than once."

vast shale
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it doesn't

hasty wren
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Ok, hope your correct (ill read about it more later)

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could you help me with this one:

vast shale
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it shouldn't take you more than one or two tries

hasty wren
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start from X2 (left up point) thats ok?

vast shale
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yes

hasty wren
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its too easy, feels like i do it incorrect

vast shale
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euler cycles are easy

hasty wren
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Ok, thank you for your help! 😉

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hushed atlas
#

for part c does it matter if

vocal sleetBOT
hushed atlas
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u let f(x) = x and solve

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or if u let f(x) = inverse f and solve

river minnow
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Both will work, but, obviously, solving f(x) = x is easier

hushed atlas
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oh ok

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thank you

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vast shale
river minnow
#

It works for D(f) = R as well though

vast shale
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inverse wont be a function

river minnow
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Oh, wait, right

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There are two intersection points

vast shale
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idk the condition for not 1-1 functions

river minnow
#

Missing

vast shale
#

yeah

vocal sleetBOT
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viscid ore
#

@open epoch here

vocal sleetBOT
viscid ore
#

Come here

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Oh

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hushed atlas
vocal sleetBOT
vast shale
#

bijection = one-to-one and onto (which is required for the inverse to exist)

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@hushed atlas Has your question been resolved?

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delicate nymph
vocal sleetBOT
delicate nymph
#

can someone help me with ii

vast shale
#

which part of the solution do you not understand

delicate nymph
#

if the two vowels together count as one unit then why isnt it 1x6!x2!

vast shale
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S must be at the begining

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so there are only 5 free letters

delicate nymph
#

.close

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obtuse field
#

hey i don't know if this is allowed since it is physics but it's pretty basic. I don't understand the small f going against F, because it says that the slab rests on a frictionless table ?

obtuse field
#

That's all i'm not really understanding

mild flower
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the table is frictionless but there's friction between the slab and the cylinder

obtuse field
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why is it drawn on the side?

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Just feels illogical

mild flower
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i think just so it's grouped with the other horizontal force

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but yeah i'd have probably drawn it on top

obtuse field
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and f is equal both ways?

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because the cylinder isn't slipping

mild flower
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the force that the slab is applying to the cylinder is equal and opposite to the force the cylinder is applying to the slab yesj

obtuse field
#

Thanks 😄

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wintry slate
#

in the bottom left box, we know 2 variables .. the slope of the red line (0.923077, 0.384615) and the coordinates of the start of the green line (15.3847, 222.117786)
we're trying to produce -200, 100 from the coordinates of the start of hte green line and the slope of the red line
can anyone help me?

vocal sleetBOT
#

@wintry slate Has your question been resolved?

mild flower
#

i'd probably do all of this with coordinate geometry

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slope of a perpendicular line is -1 / slope, find the intersection point of blue and red and then use distance formulas

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vast shale
#

i tried many things but i can't mirror f_1 in the respect of f_2

vocal sleetBOT
#

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

vast shale
#

well i was i just messing around in calculator... was trying to mirror the f_1 coz i just studied about transformation in functions... so i was little curious what will be the eq if the quadratic eq doesn't meets with the x axis and is mirrored from a x axis with the height = N

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now i am curious that how i am going to mirror the green line where x and y are in the 1st 2nd quadrant

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with the respect of X = {y ∈ W : y ≠ 0; y<20} where X is x axis with height of y

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<@&286206848099549185>

clear vault
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yes?

vast shale
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and help me

clear vault
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i don't know

wide rapids
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lol

clear vault
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i'm in year 8

vast shale
vast shale
wide rapids
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wdym mirror, like symmetry of the x axis?

vast shale
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yea

clear vault
wide rapids
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y=-f(x) is the flip of the function y=f(x)

clear vault
#

13

wide rapids
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across the x axis

clear vault
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yers

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of age

vast shale
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but i dont want that

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i don't want to flip it across x axis

wide rapids
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if u take F2 to be the axis

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u would just vertically shift it up

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by wtv unit

vast shale
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show me the eq

wide rapids
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can u copy and paste f1 to me

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so i dont need to type

vast shale
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|y|-20 = ||x^2 + x + 1| - 2|

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i mean

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like

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not particularly across f_2

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like any vertical axis with the height of h = {y ∈ W : y ≠ 0; y<20}

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which will be basically all integers but not 0

wide rapids
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what can u clarify

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u said u wanted to horizontally transform it

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now you are across vertical axis

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f_2 is a horizontal line

vast shale
wide rapids
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how does horizontal axis have height

vast shale
wide rapids
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are u trying to define a horizontal axis with y values in between 0 and 20?

vast shale
#

like these if u didn't get my point

vast shale
wide rapids
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i dont know

wide rapids
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...etc

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are the lines ur talking about?

vast shale
wide rapids
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i see, its the same logic tho

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u can use the y=0 as a reference and do -f(x)+y

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and y depends on which

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axis ur talking about

vast shale
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|y|-20 = ||x^2 + x + 1| - 2| edit this eq and tell me what i have to edit

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i can understand it way better when looking at the equation...

vocal sleetBOT
#

@vast shale Has your question been resolved?

vocal sleetBOT
#

@vast shale Has your question been resolved?

vast shale
#

nevermind

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i got it

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i just had to change |y|-20 = ||x^2 + x + 1| - 2| this equation to something like

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|y - a|-20 = ||x^2 + x + 1| - 2|

vocal sleetBOT
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strange wave
#

is thtis supposed to be 6 or 7?

vocal sleetBOT
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@strange wave Has your question been resolved?

flat whale
#

what's x+6

strange wave
#

7

strange wave
strange wave
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wide rapids
#

the strategy we use to find the period of the function f(x) = acos(kx) + bsin(kx)

wide rapids
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is basically finding out the period of cos and sin independently

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then find their LCM?

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this extends to ie f(x) = acos(kx) + bsin(kx)+ccot(kx)+xcsc(kx)

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etc

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any trigonometric function addition

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is this true?

random gust
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It extends for any periodic functions, and yes

wide rapids
#

im gonna go eat

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noodle

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real pagoda
vocal sleetBOT
real pagoda
#

do u have to make this a quadratic

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im confused

river minnow
#

Yes, it is a quadratic equation in sin(theta)

real pagoda
#

letting a be sinx

river minnow
#

Yes

real pagoda
#

so a = -2 or 1

#

do u just inverse sin the 2 and 1 then

viral copper
real pagoda
#

a= 1 or -1?

river minnow
#

Still no

floral seal
#

how did you calc?

real pagoda
#

1/2

#

isnt it (a+1)(2a-1)

floral seal
#

yes

real pagoda
#

alright

floral seal
#

so 0.5,-1

real pagoda
#

and then i just inverse sin it and do the astc right

floral seal
#

yes

real pagoda
#

alright thanks

floral seal
#

No problem

real pagoda
#

cya

#

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ivory spruce
#

K-2(x+1)^2x + x

vocal sleetBOT
ivory spruce
#

How would you determine the value of k to make a perfect square trinomial by chance?

#

Im aware k= 2ab

#

But in this instance, would it be

#

2(1)(2(x+1)^2)?

vocal sleetBOT
#

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late current
#

The linear combinations a1v1 + a2v2 and b1v1 + b2v2
can
only be equal if a1 = b1 and a2 = b2
.

late current
#

true or false

lyric fossil
#

what do you think?

late current
sly sierra
#

are there any assumptions about v1 and v2?

#

i mean what if they are both zero?

late current
#

oh

#

i see

#

i have to think like that

#

but js to make sure

#

if they were not 0

#

then

#

it is true right?

sly sierra
#

no

#

suppose v1 = v2 = some nonzero vector for example

#

the statement is true under a specific assumption about v1 and v2, what assumption do you think that is?

lyric fossil
#

the statement is in fact the definition for it haha

#

(not orthonormal)

sly sierra
#

yes, it's true in that case (if there is an inner product defined), but there's a more general assumption

late current
#

wait hold on

#

alright so yeah firstly v1 and v2 cant be equal 0 . bc if they are 0 then the equality will hold for all values for b1 a1 b2 a2 even if they are dissimilar therefore false . secondly if one of them is 0 then still the equality will hold therefore false . if both are non 0 .and if both are equal say 5v +6v . where 5 =a1 and 6 = a2 then there exists another a2 and b2 to yield an equal linear combination for example a1=a2 b1=b2 will yield the same vector as well as a1=b2 and a2=b1 so false again

#

i dont think that being unit vectors is important

#

or waitt

#

if they are not perpendicular

#

i.e linearly dependent

#

then

#

we would have inf number of b1 b2

#

right

#

so yeah

#

unit vectors are not important

#

but linear independance is important

#

right@sly sierra@lyric fossil?

sly sierra
late current
#

i like it when u leave me to think

#

and not give me the ans direclty

#

thats smart

#

thank u so much guys again

sly sierra
#

sure, cheers!

late current
#

oh btw js a quick question

#

n dotted with (p-s) = 0

#

what is that called?

#

anyone knows?

#

it is an equation for a line

sly sierra
#

n.(p-s) = 0?

#

looks like the equation for a plane with normal vector n, containing the points p and s

#

or rather, containing the point s and every point p that satisfies the equation

late current
#

oh for plane

vocal sleetBOT
#

@late current Has your question been resolved?

#
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fathom hedge
vocal sleetBOT
lyric fossil
#

they probably want you to keep it in terms of integers

cyan talon
#

also you prolly don't need to write the span in the answer box

#

just the set

lyric fossil
#

oh yes

#

they just want {u, v}. good catch

fathom hedge
#

Why is U a 4-dimensional hyperplane?

#

I kind of inffered it from the interaction of a.x = 0 in R^3 that it would be one degree lower but why

lyric fossil
#

a.x = 0 will give you a single equation with 5 variables

#

that means you have 4 free variables

fathom hedge
#

because I can write one variable in terms of the other?

lyric fossil
#

yes

#

the set is not independent

fathom hedge
#

ahh i think i get you

#

so only one varibale is "set"

lyric fossil
#

basically. it’s a “degrees of freedom” question

#

though the intuition you had is what you should be thinking of

fathom hedge
#

icic

#

i have another related question

#

im just going back through some stuff to make sure i understand

#

so for the first part

#

i get it

#

its orthogonal to the zero vector so it spans R^3

#

like it has no limits on it

#

idk how to work

lyric fossil
#

0.x = 0 is true for all x

#

that’s the right phrasing

fathom hedge
#

yaa

#

and then the second part

#

if only opne of a and b is the zero vector

#

then the other one is a non zero vector

#

intuitively its a plane but im not really sure how i would word it or explain it

#

if i was asked to explain that question

lyric fossil
#

it’s the same thing as the last example

#

we now have

#

a.x = 0

#

we again get a space of 1 lower dimension

fathom hedge
#

ahh okay yes

#

so it must be a 2 dimensial subspace

lyric fossil
#

yes

fathom hedge
#

and then if they are non zero and parralel

#

thatll be thje same as the last one

#

like intuitively i get that

lyric fossil
#

yes, a.x = b.x = (c*a).x = c*(a.x)

#

then a.x = 0 as given

#

do c*(a.x) is still 0

#

so we just get a.x = 0

#

no new info

fathom hedge
#

ooh yes so its simplies

#

yeaa

#

and then the last part i think i get now following that

#

and last question is simple cross product

lyric fossil
#

yup

vocal sleetBOT
#

@fathom hedge Has your question been resolved?

fathom hedge
#

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vast shale
#

Hi

vocal sleetBOT
vast shale
#

So I'm doing limit of sequence and I kind of don't understand a proof

#

After the blue line thing

#

I don't understand

#

How's N = 1/E - 1

#

And what's integral part

rough ether
#

Integral part of a real number n is the same as floor of n

#

The thing that comes before the decimal point of that number

vast shale
#

I get it

#

So floor(3.983730) = 3

rough ether
#

Yep

vast shale
#

And can you explain this

#

Pls

rough ether
#

I guess here n is a integer?

vast shale
#

Yes

rough ether
#

So, n is greater than N implies n>= ceil of (1/epsilon) -1

vast shale
#

What exactly is ceil??

random gust
#

The closest integer greater than or equal to the value

vast shale
#

Basically floor?

random gust
#

Yeah like the opposite of floor

vast shale
#

Uhhh so like ceil(7.92920)=7??

#

Smth like this

#

???

rough ether
#

It's 8

vast shale
#

Oh Greater

#

Yes yes

rough ether
#

Reasoning is this ig
n >= 1 + floor(1/epsilon - 1) >= 1/epsilon - 1 which implies 1/(n+1) < epsilon

rough ether
vast shale
#

No worries, atleast you're trying 🙂

#

Anyways ima find youtube video!!

#

Thanks for the help btw

#

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terse dome
vocal sleetBOT
terse dome
#

What happened to the 1/x^2 under the root for it to turn into x^2? I thought if the -1/X^2 outside effected it would effect even the 1 won't it? why did it become a 1/x where did it's square go?

#

this is the original equation before deriving

#

where I stopped in my notebook is -1/x^2* (root1+1/x^2)

#

where do I go from there? or did I go the wrong way?

cobalt crypt
#

[
\f 1 {\sqrt {1 + \f 1 {x^2}}} \times \f {-1} {x^2} = -\f 1 {x^2 \sqrt {1 + \f 1 {x^2}}} = -\f 1 {\abs x \sqrt {x^2 \parens {1 + \f 1 {x^2}}}}
]

twin meteorBOT
cobalt crypt
#

you use the facts that
[
x^2 = \abs x^2 \textqq{and} \abs x = \sqrt {x^2}
]
to rewrite
[
x^2 \sqrt {1 + \f 1 {x^2}} = \abs x^2 \sqrt {1 + \f 1 {x^2}} = \abs x \sqrt {x^2} \sqrt {1 + \f 1 {x^2}} = \abs x \sqrt {x^2 \parens {1 + \f 1 {x^2}}}
]

twin meteorBOT
terse dome
# twin meteor

oooh after you multiply the x^2 across the 1 +1/x^2 it becomes rootx^2 + 1

#

thank you very much good sir

#

.close

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oblique rivet
vocal sleetBOT
oblique rivet
#

For the a) part

#

Why did they put x=pi??

livid grotto
#

,rccw

twin meteorBOT
oblique rivet
#

,rccw

livid grotto
#

take the picture the other way round please

oblique rivet
#

Like this?

#

Or the other way

livid grotto
#

many people in this server have stiff necks

twin meteorBOT
oblique rivet
#

Is this ok?

vast shale
oblique rivet
#

yes but why not x=0

#

what is pointwise convergence

vast shale
vast shale
oblique rivet
vast shale
#

I dont see any mention of that here

oblique rivet
#

so basically we have to choose our point such that we get the proof

#

??

vast shale
#

its a case of "it works"

vast shale
oblique rivet
#

yes i got that thnx

#

also one more q

#

,rccw

twin meteorBOT
oblique rivet
#

For the b part

#

,rccw

twin meteorBOT
oblique rivet
#

Why did they do integral of 1 to pi instead of c to pi?

vast shale
#

because c=1

oblique rivet
#

why is c=1?

vast shale
#

it tells you in the question

oblique rivet
#

omg i didnt see the f1(x)

#

soz

vast shale
#

alg

oblique rivet
#

one last thing

#

what exactly is pointwise convergence

#

to prove it is which limits do we take?

vast shale
oblique rivet
#

so basically if a piecewise is contiuosly differentiable does it mean it always converges pointwise

vast shale
#

no, that doesn't make any sense

#

a family of functions can converge pointwise

#

if you are talking about this, it should be a theorem in your book

oblique rivet
#

ok tysm

#

.close

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paper lodge
#

Is this correct?

vocal sleetBOT
left talon
#

I think you can check that its not that hard

#

for exmaple, for the first one you can do this:

y = ax^2 + bx + c

you can do 3 equations with 3 parameters and then you can solve em

#

for function 2, we can see that it is a linear look when you change x by 1 you cahnge y by the same amount

#

for example when you cahnge x by 1 the y cahnges by 6 in every iteration

#

4 -- > 7

5 ---> 13 (7+6)

6 ----> 13 + 6 = 19

7 ---- > 19 + 6 = 25

#

so its a linear

vocal sleetBOT
#

@paper lodge Has your question been resolved?

paper lodge
#

I did I check but i js wanna be sure

#

<@&286206848099549185>

vocal sleetBOT
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vast shale
vocal sleetBOT
vast shale
#

I am stuck here..

weak cobalt
#

where are you stuck exactly 😳

vast shale
#

Simplyfying

#

Like I don't know how to rewrite n!

weak cobalt
#

you know that n! can be written as n * (n - 1) * (n-2)!

#

that's the definition of the factorial

vast shale
#

Really

#

..

#

Then why do we stop at (n-2)

#

?

weak cobalt
#

so that we can cancel it from the denominator

vast shale
#

I mean why we can't just write (n-3)

#

?

weak cobalt
#

it's (n-2)!

#

not just (n-2)

#

that factorial will take care of every other term

vast shale
#

Oh💀

#

Thx

#

👍

#

.close

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#
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ashen saffron
#

bois

vocal sleetBOT
ashen saffron
#

say I was to buy a body pillow

#

(im not going to 100%)

#

its 150 x 50cm would it fit into 4ft

#

wait so its a case going onto a pillow
case being 150 x 50cm and pillow itself 4ft

paper depot
#

well, do you know how many centimeters a foot is?

ashen saffron
#

2.5

#

no?

#

wait

#

no

#

thats inch

#

30?

paper depot
#

30.48 is the exact value, but yes, 30 is good enough for quick or non-high-precision calculations

#

so how long's your pillow in centimeters?

ashen saffron
#

121.92

#

oh

#

so I need 5ft?

#

and just squeeze it in

paper depot
#

120-ish.

#

you have a 120 cm pillow being put in a 150 cm long case.

#

will it fit in?

ashen saffron
#

no

paper depot
#

why not?

ashen saffron
#

but yes

paper depot
#

why yes?

#

why the ambiguity?

ashen saffron
#

no because it wouldnt fill it out

#

yes because it wont fill it

#

pretty much same answer for both

paper depot
#

i mean the pillow can go into the case physically

#

it is just that the case is too large for it

ashen saffron
#

yes but not as intended

paper depot
#

whether that is a bad thing for you is for you to decide

ashen saffron
#

so 5ft would be fine?

paper depot
#

again

#

you decide

#

are you ok with a pillow being put in a case that's 30 cm too large for it

ashen saffron
#

If I'm to do something may aswell do it correctly

#

anyway cheers dude

vocal sleetBOT
#

@ashen saffron Has your question been resolved?

#
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summer ore
vocal sleetBOT
summer ore
#

Can anyone tell me how I solve this? and is my (a) did correctly?

#

<@&286206848099549185>

vocal sleetBOT
#

@summer ore Has your question been resolved?

vocal sleetBOT
#

@summer ore Has your question been resolved?

wary flame
summer ore
wary flame
#

H(s) = Y(s)/X(s) (H = Q(s) and X = R(s) in your case)

summer ore
wary flame
#

Its oke

summer ore
summer ore
# wary flame Its oke

Can I add you and ask you more in direct message since in my area, it almost 3am😅

wary flame
#

yeah if u want

#

good night aha

wary flame
summer ore
#

Thanks

#

.close

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ocean reef
vocal sleetBOT
ocean reef
#

converge or diverge

#

how can i find the limit for this

vocal sleetBOT
#

@ocean reef Has your question been resolved?

river minnow
#

Note that you can rewrite it as $(1 + \frac2{3n - 1})^n$

twin meteorBOT
#

A Lonely Bean

ocean reef
#

yeah

river minnow
#

Then you could do a substitution, let some t = (3n - 1)/2

ocean reef
#

i'm lazy

#

i know

#

this

river minnow
#

And use the limit definition of e

ocean reef
#

is that the only way?

river minnow
#

If you are lazy, but know the method, you might as well use software

river minnow
river minnow
ocean reef
#

it's not n in the don.

river minnow
#

So that it becomes 1 + 1/t inside the brackets

ocean reef
#

what about the n outside lol

river minnow
#

You rewrite it in terms of t

#

It will be (2t + 1)/3

ocean reef
vocal sleetBOT
#
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ocean reef
#

.reopen

river minnow
#

.reopen

vocal sleetBOT
#

river minnow
ocean reef
#

just write it as e^2

#

can't we

river minnow
#

If you immediately recognize it as a e^2 and want to skip several steps, sure thonk

ocean reef
#

thanks so much

vocal sleetBOT
#

@ocean reef Has your question been resolved?

vocal sleetBOT
#
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#

@somber salmon Has your question been resolved?

jovial wind
#

I think it’s asking for the factors of 30. But 30 has to be the first common multiple

#

Like 30 and 1. First common multiple is 30

#

5 and 3. While it is factor of 30, it’s first common multiple is 15

#

So start by getting all the factor pairs of 30

#

It’s asking for multiple not factor

#

Probably not

#

I would think so? I haven’t thought of any other method rn

#

A wha

#

That sounds harder

vocal sleetBOT
#
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hazy sparrow
vocal sleetBOT
hazy sparrow
#

hello its not about the integral

#

i just want to know how you get this derivitive

#

i know the chain rule

#

so its 1/2root(x-1) YES

#

but why is it *x then

cyan talon
#

what's that thing before tan

#

it's barely readable

hazy sparrow
#

arc

#

Arctan

#

Arctan root (x-1)

cyan talon
#

yeah the 1/x is from the chain rule

#

1/(1 + (sqrt(x-1))^2)

#

that's your derivative of arctan

#

evaluated at sqrt(x-1) (the inner function)

#

@hazy sparrow

hazy sparrow
#

im trying to understand

cyan talon
#

how do you do the chain rule for this function?

#

just so that I can use your notations

hazy sparrow
cyan talon
#

yeah exactly

hazy sparrow
#

this is correct?

cyan talon
#

yes

#

that's how you end up with that extra 1/x

hazy sparrow
#

im stunned

#

like brainfart

#

blackout or something i dont see it

cyan talon
#

where do you brainfart ?

#

or just sleep idk~

hazy sparrow
#

whats wrong here

cyan talon
#

idk

#

what's going on with your cube roots and shit ?

hazy sparrow
cyan talon
#

why do you even have a cube root is my question

hazy sparrow
#

because of this

cyan talon
#

you're complicating this too much

hazy sparrow
#

; (

cyan talon
#

you just want to know why there's an extra 1/x factor

#

why are you expanding everything out

vast shale
#

hi

#

whats the equation again?

cyan talon
hazy sparrow
#

yow

cyan talon
#

derivative of arctan(sqrt(x-1))

#

is the question

hazy sparrow
#

yes

vast shale
#

oh ok

hazy sparrow
#

but i didnt get the answer

vast shale
#

well idk how to do it

hazy sparrow
#

like this

cyan talon
#

rip

vast shale
#

but u should be more polite while helping them

#

using slur words isnt polite

hazy sparrow
#

its ok, i just want to understand XD

cyan talon
#

anyway let's go step by step

hazy sparrow
#

aPlatypus pls can you write this out for me

cyan talon
#

i'm chatgpt now

vast shale
cyan talon
#

to see where there is a problem

hazy sparrow
cyan talon
#

yes ok

hazy sparrow
#

so i take the root x-1 from the inside took the dirivitive

cyan talon
hazy sparrow
#

i got 1/2 (...) to the negative power

cyan talon
#

ok

hazy sparrow
cyan talon
#

then $\frac{1}{1+(\sqrt{x-1})^2} = \frac{1}{x}$

twin meteorBOT
#

_aplatypus

cyan talon
#

what I'm saying is that this is the source of your 1/x

hazy sparrow
cyan talon
hazy sparrow
#

wtfffffffffff

#

how

#

did i not see this

#

im so sad, tomorrow i have exams of integrals but i failed at dirivits (idk what its called) thx man

#

wtf

#

thx really

cyan talon
#

gl

hazy sparrow
#

thx

#

love you

#

.close

vocal sleetBOT
#
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#
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mellow rampart
#

I want to confirm something: the goal of svd is to find vectors that are orthogonal before and after linear transformation?

mellow rampart
#

The orthogonal matrices U and V are obtained from the eigendecomposition of AA^T and A^TA.

#

This is assured as both AA^T and A^TA are symmetric, meaning positive eigenvalues

vocal sleetBOT
#

@mellow rampart Has your question been resolved?

#
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Show your work, and if possible, explain where you are stuck.
After 15 minutes, feel free to ping <@&286206848099549185>.
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verbal bison
vocal sleetBOT
west raptor
#

Do you know the quadratic formula?

verbal bison
#

No

west raptor
#

Have you heard of completing the square?

verbal bison
#

No

west raptor
#

Do you know how to factor quadratic polynomials?

verbal bison
#

We didn’t learn that

west raptor
#

Ok, I'll explain it:

#

Note that (x+a)(x+b)=x^2+(a+b)x+ab

#

So we can use this fact to convert the left hand side into the form (x+a)(x+b)

#

We know a+b=5 and ab=6 from the question

#

The only way to solve this is to try values one by one

verbal bison
#

bro but we didn’t learn it

#

Then it’s not important

#

Do u mean these

west raptor
#

No, not these

#

Because they don't apply here

#

Are you sure your teacher did not teach you this, because it's the most basic quadratic equation solving method

verbal bison
#

no they didn’t teach cuz it won’t be included in my final exam

#

which is in 5h

west raptor
#

Ok

#

You're trying to solve this without factoring the polynomial, right?

verbal bison
#

Ya

west raptor
#

Here's the quadratic formula: $x=\frac{-b\pm\sqrt{b^2-4ac}}{2a}$ when $ax^2+bx+c=0$

twin meteorBOT
#

Math Is Fun

west raptor
#

It's the only way I know to solve these without factoring it

verbal bison
#

That’s for next year.

#

I’m year 9

#

We learn that in year 10

#

Wait

#

Let me just show u a pic

verbal bison
#

Shouldn’t you do

#

Find something find when u add to gives 5 something when you multiply it gives 6

west raptor
#

What?

mild flower
#

that sounds suspiciously similar to factoring

#

and yes that's how I'd solve it

verbal bison
#

Like this

west raptor
#

This is factoring

#

Because it's converting the polynomial into the form (x+a)(x+b)

verbal bison
#

The hell is a polynomial

west raptor
#

This

verbal bison
#

I Never heard it in my lifeeee

west raptor
#

$ax^2+bx+c$

twin meteorBOT
#

Math Is Fun

verbal bison
#

We didn’t learn it

#

Or study it

west raptor
#

I'm basically refering to the x^2+5x+6

mild flower
#

nomenclature aside, can you do a similar thing to that x^2+5x+6? Yes you're looking for two numbers that multiply to 6 and add to 5

verbal bison
#

How do solve perfect squares by using (a+b)^

cedar pewter
#

anything i can help with @verbal bison? your question seems to be unanswered.

vocal sleetBOT
#

@verbal bison Has your question been resolved?

ruby epoch
twin meteorBOT
#

jumpydino

ruby epoch
#

the original equation looks like this (a + b)(a - b)

#

c is a squared

#

d is b squared

verbal bison
#

I did. the perfect square

#

But I want as easier wayyy

#

my teacher told it to me

#

And I forgot

#

The answer be like

#

(A+b)^

mild flower
#

tbh the answer is "do like 200 of them so you recognize the numbers and don't have to think about the fact that x^2+14x+49 = (x+7)^2"

#

in the same way that you don't have to count on your fingers and toes for 6*7 = 42

vocal sleetBOT
#
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#
Available help channel!

Send your question here to claim the channel.

Remember:
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>.
• Type the command .close to free the channel when you're done.
• Be polite and have a nice day!

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verbal bison
#

I figured itnout

vocal sleetBOT
verbal bison
#

Like for example

calm charm
#

Hi

#

Need help

verbal bison
#

X^+14x+49

#

ya

#

Rlly just wanna make sure if I’m correct

#

So to find the. Perfect square

#

u find like when u add something it gives u 14 but when u multiple it gives 49

#

in this it’s 7

#

cuz when u add 7+7 u get 14

#

When u multiple

#

49

#

so the answer would be (x+7)^

#

@mild flower

#

Is it correct

mild flower
#

the answer would be (x+7)^2

#

that 2 is actually important i promise

verbal bison
#

Without the 2

#

whythe2lol

mild flower
#

(x+7)^ doesn't mean anything

#

$(x+7)^2$ is ``x plus 7 quantity squared''

twin meteorBOT
#

kitten.in.a.teacup

mild flower
#

which is distinct from $(x+7)^3$ and $(x+7)^{26}$

twin meteorBOT
#

kitten.in.a.teacup

verbal bison
vocal sleetBOT
#

@verbal bison Has your question been resolved?

vocal sleetBOT
#
Channel closed

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#
Available help channel!

Send your question here to claim the channel.

Remember:
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>.
• Type the command .close to free the channel when you're done.
• Be polite and have a nice day!

Read #❓how-to-get-help for further information on how to ask a good question, and about conduct in the question channels.

old schooner
#

Can someone help with something real quick

vocal sleetBOT
old schooner
fringe venture
#

drop it

old schooner
#

anyone know how to approach this

fringe venture
#

cos rule

old schooner
#

tried doing that but I keep getting the wrong values

fringe venture
#

c^2=a^2+b^2-2bccostheta

old schooner
#

so what would I do to get A and B exactly ?

fringe venture
#

2.7= a

#

1.3 =b

#

1.912=c

old schooner
#

ok

#

i confusion lol

mild flower
#

law of sines will work better for this

#

(it's also much easier to remember)

old schooner
#

okay

mild flower
old schooner
#

can you help me learn the process lol?

#

i have no clue what this means lol

mild flower
#

A, B, and C are the angles; a, b, c are the side lengths opposite those angles

old schooner
#

so how would I find A and B as asked

mild flower
#

we already know C, right? and we know the side length of the opposite side (c)?

#

(I know it's not labeled as C but it's the one that isn't A or B)

old schooner
#

I believe so lol

#

0.71

#

i think

mild flower
#

we also know the length of b, which is the opposite side of the angle B

old schooner
mild flower
#

so we have $$\frac{\sin C}{c} = \frac{\sin B}{b}$$ and we know 3 of those values

twin meteorBOT
#

kitten.in.a.teacup