#help-4

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wanton ruin
#

when you do calculus with polar coordinates, sometimes you want to find the point that is parallel to the initial line (theta = 0)

marble lark
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"Find dw/dt if w = tanx and x = 4t^3 + t"

marble lark
wanton ruin
wanton ruin
# marble lark yes

when you want to find dy/dx of a polar curve, what you can do is convert it into (dy/dtheta) / (dx/dtheta)

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and then convert y and x to rsin and rcos respectively

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(sorry if my explanation is kinda bad, i'm rusty at calc with polar coordinates)

marble lark
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yea i think that makes sense

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but i just dont really know how to relate that back

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to like chain rule and stuff

marble lark
wanton ruin
marble lark
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thats kinda funky but ok

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i know this test about to be hard af

wanton ruin
marble lark
#

so is like d/dx different from dy/dx?

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or what is d/dx what is the top d

marble lark
wanton ruin
#

it essentially means the same thing though

marble lark
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idk ive seen that

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i think from watching a vid

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is it like the operation?

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like u do d/dx or someting on the function and that gives u dy/dx?

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or am i wrong and they just mean the same thing

wanton ruin
marble lark
#

ok

wanton ruin
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if you think of y=x^2, you can substitute that into d/dx(x^2) to rewrite it as dy/dx

marble lark
#

is there anything else I should look into or vids to watch if i really want to understand or be able to explain stuff for chain rule or implicit differentiation?

wanton ruin
marble lark
#

because my teacher was saying like the dw/dt stuff is just showing that we've been doing chain rule the whole time

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but i didnt understand it too much can u explain?

vale dockBOT
#

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warped oracle
vale dockBOT
warped oracle
#

Need help solving this

muted berry
#

$13-18 \neq -31$

rocky lotusBOT
#

Gizmic

warped oracle
muted berry
#

I mean it would be -13 which you seem to have crossed out already

warped oracle
#

forgot the -

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yeah haha

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<@&286206848099549185> were very stuck :(

rough talon
# warped oracle

from the options the only thing thats a multiple of -13 is -39=3×-13

kindred sapphire
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WAIT

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SORRY

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SORRY

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💀💀

stiff fossil
vale dockBOT
#

@warped oracle Has your question been resolved?

vale dockBOT
#

@warped oracle Has your question been resolved?

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vague gulch
vale dockBOT
vague gulch
#

I got answer C, how is it supposed to be answer E? Am I just wrong?

stark wedge
#

that root is a, not -a.

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it just so happens that the letter a stands for a negative number.

vague gulch
#

OHHHHHHHHH

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thank you! I See now

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storm ferry
#

how do i do this

vale dockBOT
storm ferry
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i thought this was asking for height of the parallelopiped

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so i used vector projection to solve

stiff fossil
vale dockBOT
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spiral needle
#

hello can someone help me with my pre calc

spiral needle
#

I know to multiply denominator by 2(x-5) but im not sure what exactly the product would be or anything

glass kelp
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,w simplify (x-8)/(x-5) - 5/2

spiral needle
#

I dont understand

rocky lotusBOT
spiral needle
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I'm not in calculus im only in pre calc

glass kelp
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Ah ok

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So the denominator simplifies to

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${\frac{-3(x-3)}{2(x-5)}}$

rocky lotusBOT
glass kelp
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Maybe some factoring from the numerator might do something

spiral needle
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but im really confused with this part bc how does multiplying the denominator by 2(x-5) result in that as the denominator

glass kelp
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So

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The limit is this now

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${\frac{3x - 9}{\frac{-3(x-3)}{2(x-5)}}}$

rocky lotusBOT
spiral needle
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cuz i got the denominator as (x-8)-5

glass kelp
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So if I multiply 2(x-5) on top an bottom

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${\frac{3x - 9}{\frac{-3(x-3)}{2(x-5)}} = \frac{3x-9 \times 2(x-5))}{\frac{-3(x-3)}{2(x-5)} \times 2(x-5)} = \frac{(3x-9)(2)(x-5)}{-3(x-3)}}$

rocky lotusBOT
spiral needle
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kk rn i have num 6(x-5)(x-3) but for den i have (x-8)-5

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the fractions are totally tripping me up

glass kelp
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[ \frac{6(x-5)(x-3)}{-3(x-3)} = -2(x-5) ]

rocky lotusBOT
spiral needle
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how did you get the denominator as -3(x-3)

glass kelp
spiral needle
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sorry im not registering it at all

glass kelp
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ok

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so

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the initial expression

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simplifies to

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[ \frac{3x-9}{\left( -\frac{3(x-3)}{2(x-5)} \right)}]

rocky lotusBOT
glass kelp
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yes?

spiral needle
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wait do you think u can explain to me how to multiply the denominator by 2(x-5)

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cuz thats what im struggling with

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im not sure how you got those numbers for the denominator

neon summit
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$\frac{(x-8)}{(x-5)} - \frac{5}{2} = \frac{2(x-8) - 5(x-5)}{2(x-5)}$

rocky lotusBOT
#

Astar777

spiral needle
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thank you

neon summit
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numerator simplifies to -3x + 9 = -3(x-3)

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u get this:

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${\frac{-3(x-3)}{2(x-5)}}$

rocky lotusBOT
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Astar777

spiral needle
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ok so basically when i did this earlier i got (x-8)-5 and im not sure how i got that

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bc dont u cancel out the x-5 in den and 2

neon summit
glass kelp
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yes we removed that by muliplying top and bottom by x-5

spiral needle
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i have num 3(x-3) over (x-8)-5

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i dont think im doing it right....

glass kelp
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where do u get

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(x-8)-5

neon summit
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which is wrong

spiral needle
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yes

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thats what i did

neon summit
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not how it works

glass kelp
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😭

spiral needle
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😭😭😭😭

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im even more confused now

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how did you get that

glass kelp
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thats not how cancelling works

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the logic behind it is that u can factor something out

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and that the thing u factored out is equivalent to 1

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say

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For ${c \neq 0}$
[\frac{cb - ac}{c} = \frac{c(b-a)}{c} = \frac{(c)(b-a)}{c} = \frac{c}{c} \cdot (b-a) = 1 \cdot (b-a) = b-a]

rocky lotusBOT
glass kelp
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this is how cancelling works

spiral needle
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ah

glass kelp
spiral needle
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im gonna die

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help

glass kelp
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whyy

spiral needle
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basically

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hold on

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so what if you just try to get the same denominator right, u multiply the x-8 by 2 and then the 5 by x-5

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2(x--8) over 2(x-5)

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and then 5(x-5) over 2(x-5)

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then u have 2(x-8) - 5(x-5)

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which is (2x-16) - (5x-25)

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OH I GET IT NOW

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-3x +9

glass kelp
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Yup

spiral needle
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ayyy

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and then

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factor that out so 3(x-3) over -3(x-3)

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cancel out, so its -1

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ah

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wait but

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then theres no x letter

glass kelp
glass kelp
spiral needle
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it doesnt let me click on image

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but why cant u cancel out now?

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its a multiplication term over a mulitplcation term so its not just -3/3?

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omg

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i forgot the 2(x-5) on top help

glass kelp
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Ye

spiral needle
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so 2(3-5)

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divide by -1

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is 4

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yay lets do another

glass kelp
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Indeterminate form

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Same thing

stark wedge
#

do we have access to derivatives

glass kelp
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No

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OP’s in precalc

stark wedge
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RIP

spiral needle
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i know derivitives in matrices

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i mean determinants.. nvm

karmic yacht
#

Arent limits besically start of calc

spiral needle
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im in pre clac

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im a sophomore in hs

devout tinsel
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what precalc class teaches limits? catthink

glass kelp
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Maybe like last chapter?

karmic yacht
devout tinsel
#

how are these presented to you, do you learn delta epsilon proofs, or is it just "intuition" ?

karmic yacht
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Smooth curves and RHL LHL

glass kelp
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Prolly intuition 😭

spiral needle
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im not sure, she gives us ap calc ab practice

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i love my pre calc teacher but she told me i was pathetic

devout tinsel
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what??

glass kelp
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Ah ap

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So intuition

spiral needle
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kk rn i have num x-9 and denominator x-9 / 2(x+3)

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eee what am i doing wrong

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x+9* not x-9 for denom

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wait x-9

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opos

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ah i know

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factor x-9 out?

glass kelp
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,w simplify 3/2 - (x+9)/(x+3)

rocky lotusBOT
spiral needle
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so then u have 1/(1/2(x+3))

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i got x-9 for numberator tho

glass kelp
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Yup

spiral needle
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help my final expression is 2(x-9)(x+3)

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is this wrong

glass kelp
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Didn’t we cancel x-9

spiral needle
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oh right

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so 24

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anotner !!

devout tinsel
glass kelp
devout tinsel
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oh nm

spiral needle
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is it -1/4

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the answer

lyric sundial
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Yep

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,w lim as x \to 4 of ((x-1)/(x-2)-3/2)/(x - 4)

spiral needle
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another one

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this is the last one

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oh no this too hard

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i cnanot

devout tinsel
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this one is actually easier than the other ones

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it's not even an indeterminate form, so what can you do?

spiral needle
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i have num x-2 and den x+20 over 2(x-6)

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6/7

lyric sundial
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Yeah

spiral needle
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omg yay!

devout tinsel
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yeah, no need for simplification in this one, can just plug in

spiral needle
#

tysm everyone for helping me today

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its my birthday today i so happy i can sleep now

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good night!

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.close

vale dockBOT
#
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cobalt crow
karmic yacht
#

Happy Birthday

vale dockBOT
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unborn depot
vale dockBOT
unborn depot
#

Am i doing something wrong trying to find the upper bound in exercise 3?

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oh wait nvm i got it now

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!close

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.close

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gritty rock
vale dockBOT
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fallen tartan
#

Hello

vale dockBOT
fallen tartan
#

.close

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analog schooner
#

For this limit $\frac{1 + \frac{1}{2} + \frac{1}{3} + ... + \frac{1}{n}}{ln(n + 2)}$ as n -> infinity, can I substitute the numerator to be ln(n) + γ and then use the L'Hopital rule?

rocky lotusBOT
#

Dhruv
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analog schooner
#

Its almost correct

stark wedge
#

uh

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lhop on a function of a discrete variable is mega sus

analog schooner
odd jackal
#

$\lim_{n \to \infty} \frac{ \sum_{i=1}^{n} \frac{1}{n}}{\ln(n+2)}$

rocky lotusBOT
odd jackal
#

this?

analog schooner
#

You're right

#

I thought I did something

analog schooner
odd garnet
gritty juniper
odd garnet
odd jackal
odd garnet
#

logn/logn = 1

analog schooner
#

Oh

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Ok

odd garnet
#

i mean it's not quite that but like yeah

stark wedge
analog schooner
odd jackal
#

I mean 0

odd garnet
#

anyway i think the point of the question is to show that the numerator is ~logn rather than to just claim it

analog schooner
#

Because this feels like a trick

odd garnet
analog schooner
#

It makes the question too easy

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The normal solution is much more difficult

odd garnet
analog schooner
#

True

drifting hornet
stark wedge
#

no idea

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i don't know of any discrete analogue to LH

analog schooner
#

So can I substitute the summation to be lnx + γ whenever n tends to infinity?

drifting hornet
#

would be kinda nice if it worked

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In mathematics, the Stolz–Cesàro theorem is a criterion for proving the convergence of a sequence. It is named after mathematicians Otto Stolz and Ernesto Cesàro, who stated and proved it for the first time.
The Stolz–Cesàro theorem can be viewed as a generalization of the Cesàro mean, but also as a l'Hôpital's rule for sequences.

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you could also use this

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apparently discrete lhop works

odd garnet
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if you know how to prove that the summand is asymptotically logx, then you can use that to evaluate the limit by hand anyway

analog schooner
#

What if after the substitution, I write n = floor(x) where x tends to infinity, and now the limit is discrete so I can use the LH rule

stark wedge
#

no then your numerator fails to be differentiable too often i think

odd garnet
#

if you don't know how to do that, ur basically pulling a rabbit out of a hat anyway so it's not really something i'd advise u to do

drifting hornet
odd garnet
analog schooner
#

The question is an MCQ

odd garnet
#

oh ok lol

odd jackal
#

Was this a jee question perchance?

analog schooner
odd jackal
#

ofcourse it was 😭

analog schooner
#

Idk if it was a question of jee, but it is probably a practice question designed for jee

analog schooner
#

Thank you

#

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#
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drifting hornet
# analog schooner True

The derivative would also be 0 pretty much everywhere, resulting in 0/0. You can use the discrete lhop though. The limit would simplify to (1/n) / (ln(n+3) - ln(n+2))

analog schooner
#

Because this method is not at all in the syllabus for jee

vale dockBOT
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livid pier
#

Calculate the convolution of functions $f(x)=\max(0,1-|x|)$ and $g(x)=\sin(x)$

rocky lotusBOT
#

Aruseq

livid pier
#

What did I wrong? I probably should get 2cos(x)[sin(1)-1]

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#

@livid pier Has your question been resolved?

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@livid pier Has your question been resolved?

vale dockBOT
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@livid pier Has your question been resolved?

livid pier
#

<@&286206848099549185>

vale dockBOT
#

@livid pier Has your question been resolved?

wraith heart
livid pier
#

that's the answer I saw on my group conversation and I thought it was the right one

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but can't find any mistake in mine

wraith heart
#

try calculating g * f instead

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and / or plot each one of your steps in desmos to see where it differs

livid pier
#

now I know there is no mistake here

livid pier
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obsidian ginkgo
#

hey there i have physics questions about free body diagrams and how they look when representing a walking motion (im not sure how to use friction as the object isnt being dragged)

obsidian ginkgo
#

im realising physics falls under science so im not sure im in the correct place but if anyone has knowledge to share im happy to hear it

verbal badger
#

Show the original problem & what you've tried so far

verbal badger
obsidian ginkgo
#

my actual notes are on an ipad so i cannot send them but i can send the question and graph

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so i know on the free body diagram youd havew the normal force shown and another arrow when he starts walking fowards but how is air resistance or friction shown?

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my gut tells me there must be some opposing force

verbal badger
#

Are you sure a free body diagram is even appropraite here?

obsidian ginkgo
#

current diagram is just a box with a upward arrow and downward to represent normal force

verbal badger
#

we're not directly modeling forces, we're modeling motion

obsidian ginkgo
#

sorry i forgot to include part 3 in the ss

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a free body diagram is asked for all 5 parts

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thats my mistake apologies

verbal badger
#

alright

obsidian ginkgo
verbal badger
#

they don't play a significant role in the dynamics- the guy's motion is mainly driven by him walking forward or back, not the impact of the friction on his shoes

obsidian ginkgo
#

okay so just the normal force and an arrow to represent the forward motion would be sufficent?

verbal badger
#

A downwards arrow for gravity and upwards for normal force is akways going to present, obviously

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when the guy is accelerating forward (ie. his velocity is increasing), there's a forward arrow

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and when hes decelerating, backwards arrow

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Because F = ma

obsidian ginkgo
#

okay thank you, suppose im over thinking it lol, this was very helpfull thanks again

#

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oak herald
vale dockBOT
oak herald
#

just a quick question

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How do I know which number I should add pi n

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For the two number

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Cuz the book said is 2.84

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I always thought both number work

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Kinda getting confuse on this

vale dockBOT
#

@oak herald Has your question been resolved?

oak herald
#

<@&286206848099549185>

torn fox
#

I dont quite understand what youre asking here
Like how to get the second solution after get one?

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ebon gulch
#

I have many questions

vale dockBOT
ebon gulch
#

This is my first

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This is my second

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This is my third

midnight pier
ebon gulch
#

i got 3 and my friend got 2

ebon gulch
midnight pier
#

Or 3

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Lemme think

shadow moss
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why do you say 3?

ebon gulch
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Ah wait i realise

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3 is wrong for # 7

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its 2

shadow moss
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ok

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what about problem 9

ebon gulch
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its 3 or 4

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idk

shadow moss
#

why would people be compelled to call a number?

ebon gulch
#

you can argue multiple things

midnight pier
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I think 4

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Think

shadow moss
#

no

midnight pier
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Why ?

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Hmmm

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I change my mind

shadow moss
#

if the possibility of being polled is out of cobtrol of respondents, it is unlikely for a bias to appear

midnight pier
#

3 then

ebon gulch
#

moving onto # 12, arent both 3 and 4 true

shadow moss
#

so do you understand why it is 3 for problem 9

ebon gulch
#

yea

shadow moss
#

ok

#

what is the probability of winning in 10 spins?

ebon gulch
#

80%

#

is #.4 wrong since it says majority, which means 95% or more?

shadow moss
#

majority means larger than 50%

#

but if the spinner was fair, do you know how to calculate probability of winning?

ebon gulch
#

1/6 x 10?

shadow moss
#

the probability of winning is 1.667?

ebon gulch
#

no

#

thats a good question idk

shadow moss
#

what is the probability of losing two spins in a row?

ebon gulch
#

oh its

#

(1/6) ^ 10

#

wait no

shadow moss
#

what is the probability of losing ten times in a row?

ebon gulch
#

5/6 ^ 10

#

or

#

16.1%

shadow moss
#

so the probability of winning is what?

ebon gulch
#

84

#

percent

#

so 3 is wrong?

shadow moss
#

it seems reasonable to say 3 or 4

#

but id go with 4

#

since the expected number of wins per run is when you would use (1/6)*10

#

or about 1.667 wins per run

#

so 4 seems better

ebon gulch
#

Thanks

#

1 more q

shadow moss
#

do you know where to start?

ebon gulch
#

all i got is( 679 - x) / 100 = Z

shadow moss
#

ok thats good

#

do you know how to fins the z score we are looking for?

ebon gulch
#

nah thats why im confused

shadow moss
#

so we need to find the set of people that are in the 90th percentile

#

or we need a zscore such that on the table we get .9000 or close enough

#

you have a z table right?

ebon gulch
#

no

shadow moss
#

you should

ebon gulch
#

is it in a calc?

shadow moss
#

usually they give you a sheet like this

#

have you seen this?

ebon gulch
#

no

#

but i get it

#

so the zscore is what like 1.28 1.29 or 1.3?

shadow moss
#

pick the closest to .9000

ebon gulch
#

1,28

shadow moss
#

yes

#

that is z

#

now go back to the other formula to find the mean

ebon gulch
#

thats the only way?

#

is ther a z table on a ti-84

shadow moss
#

i dont think so

#

it should be expected that a z table will be provided on an exam

ebon gulch
#

mayve

#

so i just solve that easy?

shadow moss
#

yes

#

ok i asked a friend and they said that there might be an inverse cumulative distribution function button on your calculator

#

but i wouldnt know

#

i would ask your teacher how they would solve this

ebon gulch
#

ill figure it out thanks for all help

shadow moss
#

youre welcome!

verbal badger
verbal badger
# ebon gulch is ther a z table on a ti-84

Assuming you're not given that table (you probably will be?), goal is to get the z score that corresponds to the 90th percentile, which you do via the invnorm function

#

Once you get the z score, you just do mu = X - z*std

vale dockBOT
#

@ebon gulch Has your question been resolved?

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tropic mountain
#

is this right

vale dockBOT
tropic mountain
#

,tex
\begin{enumerate}
\item Given $B_i = {{x \in \mathbb{R} : |x| < i}}$:
\begin{enumerate}
\item $\bigcup_{i \in \mathbb{Z}^+} B_i = (-\infty, \infty)$
\item $\bigcup_{i \in \mathbb{R}^+} B_i = (-\infty, \infty)$
\item $\bigcap_{i \in \mathbb{Z}^+} B_i = (-1, 1)$
\item $\bigcap_{i \in \mathbb{R}^+} B_i = \emptyset$
\end{enumerate}
\end{enumerate}

rocky lotusBOT
#

licentia

next vortex
#

looks right to me MenheraSalute4

earnest summit
#

Yeah

#

All of them look correct

#

And work out to be

tropic mountain
#

thanks!~

#

.close

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onyx bluff
#

can someone check these answers

vale dockBOT
shrewd hinge
vale dockBOT
#

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forest skiff
vale dockBOT
forest skiff
#

Hi. My prifessor solved like it is solved above

#

But i think that the highlighted part should have been calculated diffrently

#

Like that:

forest skiff
#

Please

manic igloo
#

Before the highlighted step, it would be much easier to simplify to (x - ln(x+1)) / x^2 and use l'Hôpital's rule.

vale dockBOT
#

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ivory arch
#

hey i have a little verbal test tomorrow on mainaxistransformation and i have found a perfect video for it in 2d but i cant find anything in 3d so if someone could send me link for a video or a book where they explain it using a matrix

vale dockBOT
#

@ivory arch Has your question been resolved?

vale dockBOT
#

@ivory arch Has your question been resolved?

ivory arch
#

<@&286206848099549185>

midnight pier
ivory arch
#

is that short for smthg or are you thinking

vale dockBOT
#

@ivory arch Has your question been resolved?

vale dockBOT
#

@ivory arch Has your question been resolved?

vale dockBOT
#

@ivory arch Has your question been resolved?

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#

@ivory arch Has your question been resolved?

wraith heart
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harsh wraith
vale dockBOT
harsh wraith
#

please tell me i did nothing wrong

shadow moss
#

yes theyre the same

harsh wraith
#

HOW

shadow moss
#

you can pull out a x^(1/2) and distribute that into the sqrt

harsh wraith
#

ohh

#

i forgot to look more into details.... mb

shadow moss
#

all good

harsh wraith
#

they pulled x^2 out

#

right?

#

or x^1/2

wanton jasper
#

1 + 1/x = (x+1)/x

harsh wraith
#

totally didnt see that but thanks i get it now......

#

.close

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#
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untold crescent
vale dockBOT
golden gate
#

!showyourwork

vale dockBOT
#

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

#

@untold crescent Has your question been resolved?

untold crescent
vale dockBOT
#

@untold crescent Has your question been resolved?

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#
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eager ocean
#

why are people obsessed with trying to create categories for similar stuff in math

sleek nebula
#

wdym

sleek nebula
eager ocean
#

we call every equation that looks like $$a^n+b^n=c^n$$ a diophotian equation

rocky lotusBOT
#

wololo

eager ocean
#

we call any type of application between 2 items a morphism

#

like

#

who

ebon glade
#

oh no we have words for stuff

novel canyon
ebon glade
#

oh god

eager ocean
#

decided to put names in there

shadow moss
#

because words that explain certain things are helpful then having to descrive it every time

ebon glade
#

also we dont call any equation like that a diophantine equation. we call an equation a diophantine equation if we are interested in integer solutions of that equation

shadow moss
#

also diophantine equations are any equation in which you solve gfor variables in the integers

ebon glade
#

we call functions morphisms if they respect some structure that we care about

eager ocean
#

actually

#

i had no reason to use this channel

#

i was just bored

sleek nebula
#

i can tell

ebon glade
#

and no one was surprised

eager ocean
#

should i close it

#

.close

vale dockBOT
#
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sleek nebula
#

ig

vale dockBOT
#
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zenith mesa
#

can anyone help me with this?

vale dockBOT
lost marlin
#

What have you tried

zenith mesa
#

im assuming its supposed to go like this

lost marlin
#

Yes

zenith mesa
#

and im stuck there

lost marlin
#

Wait the numerator isn't the same

#

The coefficients are slightly mixed up

zenith mesa
#

what do you mean

lost marlin
#

In the first image it is 3x-2x³
In the second 3x³-2x

zenith mesa
#

oh thats my bad i wrote it wrong

#

i just realized

#

the coefficient is supposed to be on-2x

lost marlin
#

So the second image ???

zenith mesa
#

no the first

lost marlin
#

Alright

#

So we factorize the numerator too

#

And get x(3-2x²)

zenith mesa
lost marlin
#

It is -2x²

zenith mesa
#

okay

lost marlin
zenith mesa
#

what do i do now

lost marlin
#

Have you factored the quadratic

#

???

zenith mesa
#

so a is 1 b is 3 and c is 2?

lost marlin
#

What are a b and c here

zenith mesa
#

x is 1, b is 3 and c is -2?

lost marlin
#

???

vale dockBOT
#

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tropic mountain
#

Hey, how can I solve the following

tropic mountain
#

$\bigcup_{x \in [-1,1]} [x,1] \times [x^2,1]$

rocky lotusBOT
#

licentia

ivory valley
#

I would consider drawing a picture and do some examples like for x=0 or x=±1.

vale dockBOT
#

@tropic mountain Has your question been resolved?

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grand parcel
#

how to compute 2^(3^n) % 5 with large n?

tidal terrace
#

!original

vale dockBOT
#

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.

ivory valley
#

,w 2^(3^n) mod 5

grand parcel
stark wedge
grand parcel
#

nvm i founx the pattern

#

.close

vale dockBOT
#
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#
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wind harness
#

How do I Solve linear systems of equations graphically? Stuff like I x-2y=0 and II -3x +2y = -8

stray moat
#

Every point on a graph describes a pair of x and y where the equation is true right?

wind harness
#

I just dont get how I would draw the points

polar oxide
#

y= x/2

#

linear line

wind harness
#

So I always would do in the example y=x/2 and y=1,5x-4

stray moat
#

That's right, but it's not something you have to do, it's just so you can see that it's a line better

#

To plot a line graph you find two points on the line and connect them

#

For example, if you pick x=0, then y = 0/2 = 0 for the first line

#

Then you can pick x=2 and then y = 2/2 = 1

stray moat
#

And then you repeat this process for the other line to draw it

#

Once you have both graphs you can solve the system

wind harness
stray moat
#

x=4 and y=2 is a solution yes

#

You'll need two to draw the graph

wind harness
stray moat
#

Send a picture of the graphs

wind harness
stray moat
#

What points did you use to draw the graphs

#

(1;-1) is not a solution for any of them

wind harness
#

Wdym?

stray moat
#

Walk me through how you drew the two lines

#

They are drawn incorrectly but we need to know what went wrong

wind harness
#

So I took the first equation and did -x and the second equation +3x. That equals to I 2y=0-x and II 2y=-8+3x. Then 1 divided by two so: I y=0/2 and x/2 and II y=-4+1,5x. Then I did -4 and always went one to the side and 1,5 up

wind harness
stray moat
#

Okay so you're saying you started at x=0 and y=-4

#

And went up by 1.5 for every x=1 right?

wind harness
stray moat
#

However, you didn't actually do that

#

What is your y value at x=0

#

And compare it to your y-value at x=1

wind harness
#

So I always go 1 block down

stray moat
#

Look at your graph

#

when x=0 what value does y have

#

This part is correct for now, just tell me

wind harness
stray moat
#

This is x=0, y=-0.5?

wind harness
stray moat
#

We're focusing on this line for now

wind harness
#

ok

stray moat
#

Ok now, for x=1 on the same line, what did you draw y to be?

wind harness
stray moat
#

Yeah but in your drawing what value does it have

wind harness
stray moat
#

What I'm trying to get you to see, is that you did not go up by 1.5

#

You went up by 3!

#

At x=0, y is -4

but at x=1, y is -1, not -2.5

wind harness
stray moat
#

You yourself got it in the form

#

y = 1.5x - 4

#

For every 1 x, y goes up by 1.5

#

You can't use this "one to the right, slope upwards" method unless your y is completely alone

#

What I think you accidentally did was leave it as

2y = 3x - 4

#

You can't draw using the slope here, y must be alone

wind harness
#

If I divide by 2 it would be y= 1.5x-4 because origanally it was 3x-8

stray moat
#

Yes, and that's the line equation you work with

#

If you use that, you'll draw it correctly.

wind harness
#

So I start from -4 and then?

stray moat
#

Go up by 1.5

#

-4 + 1.5 = -2.5

wind harness
#

ok, Ill try rq

#

Ok, done looks better now

stray moat
#

But also if you'll humour me, let's try to draw the second one using a different quicker method

wind harness
#

But what do I do with the other equation?

stray moat
#

But let's just try another method

#

x - 2y = 0 right?

wind harness
#

Because 0 is nothing

stray moat
#

You have 0 cookies and want to give 2 of your friends those cookies

#

how many cookies do your friends get

wind harness
#

ah kk

stray moat
#

sorry I meant 0 divided by anything is 0

#

0/2, 0/5, etc etc

#

Anyways let's try drawing using points on the graph

#

We have x-2y = 0

#

We can choose any two values for x that we want

#

Let's say x=0 and x=2

wind harness
stray moat
#

when x = 0, 0-2y = 0, y = 0/-2 = 0

#

when x=2,

2-2y = 0
2=2y
y=1

#

So we have two points on the graph

#

(0; 0) and (2; 1)

#

Do you follow me?

wind harness
#

Wait a sec, so first we do x-amount of x times y and then x=y. Or am I just stupid

stray moat
#

Do you mean what I just did?

wind harness
#

yes

stray moat
#

I just took two random x values, any x works

#

And then I put that value into the equation and solved for y

stray moat
#

Do you get it now?

wind harness
stray moat
#

Okay now we simply draw these two points on the graph

#

One point where x=0 and y=0

#

One point where x=2 and y=1

#

Connect these points with a ruler and you're done, you just drew the line correctly

#

Please send a picture to confirm haha

wind harness
#

Done and it actually worked

#

Isn’t too precise

wind harness
stray moat
#

That's much better let me see what still went wrong

#

they were supposed to meet a bit lower down

wind harness
stray moat
#

Yeah it is, the bottom graph goes a bit too low after the correct 1.5 jump

#

Like it is no longer accurate for x=2

#

But that's fine

stray moat
#

One of them you do with the "go up by the slope" the other you do with "find two points and connect"

#

Both are very important to understand how they work

#

This is just me from a teacher POV though haha, if you want results use the second one

wind harness
#

I have a second one, can we do it together 1 last time plsss?

stray moat
#

Okay but this time you take me through the steps

#

We'll do one with each method

wind harness
#

So I have I-4x=3y=15 an II -x+y=4

stray moat
#

Ok do I with the slope method

wind harness
#

I do +4x and +x to have y alone and multiply II by 3 so I have 3y=15+4x and 3y=4=3x

#

WAs the second one the slope method?

stray moat
#

Slope is the name for the number attached to x

#

y = mx + n, m is called the slope

#

Slope method is your method, the first one

#

If you find it easier write down your work and send it here btw

wind harness
#

Then I did a mistake by multiplying 3, I divide the top one by 3 to have y

stray moat
#

No need to type it out

wind harness
#

I have y=5+4/3x so I put a point at x=0 and y=5 and other point at x=4 and y=3

stray moat
wind harness
#

Ah yes, it should be a plus so -4x=3y+15

stray moat
#

You made a small algebra mistake

wind harness
#

It would be other way around so y=4 and x=3, correct?

stray moat
#

-15 - 4x = 3y

so y = -5 -4/3x

rocky lotusBOT
#

🌈🌈🌈Toby

wind harness
#

Why a minus, Im trying to find the spot where it appears

stray moat
#

Did you not start with - 4x = 3y+15

wind harness
#

Other way around, $-4x+3y=15$

rocky lotusBOT
#

pinepanPM

stray moat
#

Oh this was what the problem gave you?

stray moat
#

Ok then yeah it's good

wind harness
#

Oh, my mistake

stray moat
#

So you got x=0 and y=5

#

Now try putting in x=3

wind harness
#

yes

#

SO I would do x=3 and x=0 and then 3-3y=0

stray moat
#

Yes, what you're doing when you choose these x-values is finding two points on the graph

#

Because all points on the line will be solutions of the equation

#

so x=0;y=5 and x=3;y=1

#

Now draw them, and connect and this method is done

wind harness
#

Exactly

stray moat
#

Any other questions with this method?

wind harness
#

Now I put the 2 points in

stray moat
#

Send the drawn line

wind harness
#

Uhm wait a sec

#

I dont have a +3x, the thing in the book only goes to 2

stray moat
#

Then put another random x

#

Again it doesn't matter what x you choose

wind harness
#

I will do x=1

#

So I have x=0 an y=5 and x=1 and y=4

#

Ah nono, y=3

stray moat
#

stop rushing haha

#

You have $y=5-\frac{4}{3}x$

rocky lotusBOT
#

🌈🌈🌈Toby

stray moat
#

So putting x = 1 gives

#

$y=5-\frac{4}{3}=\frac{15}{3}-\frac{4}{3}=\frac{11}{3}$

rocky lotusBOT
#

🌈🌈🌈Toby

wind harness
#

mhm

stray moat
#

Ok so you draw x=0 y=5 and x=1 y= 11/3

wind harness
#

Ima switch to a bigger piece of paper and then after draw it in the book

stray moat
#

Sure

#

Send the graph when you're done

wind harness
stray moat
#

Ok

wind harness
#

I this correct?

stray moat
#

Yup, seems so

#

Lemme check more closely

wind harness
stray moat
#

Yeah you did it well

#

Don't forget the slope method though, they are both equally valuable

wind harness
#

One last question, how do I decide which is the y for example the +5, is it just the one without the x behind it

stray moat
#

What do you mean by that

#

If it's upwards or downwards?

wind harness
#

So in this one we had y=5+4/3x and we went up by 5 on y

stray moat
#

Yeah

#

Wait no

#

It goes up by 4/3

#

Ok so every line is of the form

#

$y = mx + n$

rocky lotusBOT
#

🌈🌈🌈Toby

stray moat
#

"m" is called the slope and it shows us how "steep" the line is (exactly what you were doing, m shows us by how much the graph goes up every x=1)

#

"n" is called the y-intercept and it is the value when x=0

stray moat
#

But you have to be careful

#

y should always be alone

#

$2y = mx + n$ for example won't help you too much, you have to divide by two

rocky lotusBOT
#

🌈🌈🌈Toby

stray moat
#

Glad I could help, I think we're done here

#

Don't forget to practice both methods, it is pretty important to understand both

wind harness
#

I think we are too, Thank you so much 💖

wind harness
stray moat
#

!done

vale dockBOT
#

If you are done with this channel, please mark your problem as solved by typing .close

wind harness
#

.done

stray moat
wind harness
#

.close

vale dockBOT
#
Channel closed

Closed by @wind harness

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vale dockBOT
#
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cunning peak
#

$\sum_{n=0}^\infty \frac{n\log^n(x)}{n!}$

rocky lotusBOT
#

Miguel, Duke of Texas🌈

cunning peak
#

I really don't know what to do

#

I see an e there

#

e^log(x) = x

#

But I don't know what to do with that n

heady pawn
#

what's ur goal

patent crow
#

Does $\log^n(x)$ mean iterated log or the $n$-th power in this context?

rocky lotusBOT
#

spindle

patent crow
frigid harbor
#

I think its (log x)^n

patent crow
#

It most likely is, yeah

frigid harbor
#

Yeh we can use taylor

#

Without that n

#

It will become

#

e^logX

patent crow
#

Well, obviously n cancels out and one log(x) can be factored out, leaving us with series for of e^logx

#

Unfortunately OP is afk rn

frigid harbor
#

Try derivating wrt log x

cunning peak
frigid harbor
#

@patent crow im getting xlogx

patent crow
#

That's correct

patent crow
cunning peak
#

But I don't know how to get it

patent crow
#

Try seeing taylor series in your expression

frigid harbor
#

Yeh

patent crow
#

Hint: temporarily replace log(x) with y

cunning peak
#

I see the Taylor expansion of e^log(x)

#

But that's all

patent crow
#

that's almost all you have to see

cunning peak
#

Well what do I do with that annoying n?

patent crow
#

Now a but of rearrangement will lead you to the answer

frigid harbor
#

I considered that log x as y

patent crow
frigid harbor
#

And derivated it wrt y

patent crow
#

Differentiating is a slight overkill

frigid harbor
#

Yeh

cunning peak
#

$\sum_{n=0}^\infty \frac{\log^n(x)}{(n-1)!}$

rocky lotusBOT
#

Miguel, Duke of Texas🌈

patent crow
#

Nice

cunning peak
#

Oh

patent crow
#

Although the summation is from n=1

frigid harbor
#

Yeh

patent crow
#

Because the 0-th term was 0

cunning peak
#

I factor out log(x)?

patent crow
#

yep

storm perch
#

miggy?!!!?!?!?!?!??!

frigid harbor
#

Thats actually much more simpler

cunning peak
#

Okay okay okay

cunning peak
cunning peak
frigid harbor
#

Thats sad to hear man

cunning peak
#

Yeah the bully me

#

Anyway, I'll close this

#

Thanks again!

patent crow
#

gg

frigid harbor
#

GG indeed

cunning peak
#

.close

vale dockBOT
#
Channel closed

Closed by @cunning peak

Use .reopen if this was a mistake.

#
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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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fluid acorn
vale dockBOT
fluid acorn
#

i need help

#

i have written

#

S
U
V
A
T

#

and i got U as 14.7

#

and T = T

#

A = -9.8

#

and i dont know how to find my 3rd unkown

waxen berry
#

You also know S

fluid acorn
waxen berry
#

at t=T it is at A, at t=0 it is at A

fluid acorn
#

s = 0

#

oh

#

thanks

#

.solvde

#

.solved

vale dockBOT
#
Channel closed

Closed by @fluid acorn

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vale dockBOT
#
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zinc fulcrum
#

is this done right

vale dockBOT
stiff lily
#

no

#

read the options carefully

zinc fulcrum
#

its either c or d

#

id dont get the differnce

stiff lily
#

(x +7/2) vs (x+7/2)^2

#

which one is
x^2 + 7x + 49/4
equivalent to?

zinc fulcrum
#

the seocnd one rirght

#

?

stiff lily
#

yes

zinc fulcrum
#

so it is d

stiff lily
#

yes

zinc fulcrum
#

thanks

#

.close

vale dockBOT
#
Channel closed

Closed by @zinc fulcrum

Use .reopen if this was a mistake.

#
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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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hazy lily
#

wassup

vale dockBOT
stark wedge
hazy lily
#

X is A. 52.1 is o and the slant is h

#

I’m confused

stark wedge
#

do you know your SOH-CAH-TOA

hazy lily
#

yeah

#

I neeed to use tan

stark wedge
#

can you write down the ratio in full

hazy lily
#

but I’m getting a different answer

stark wedge
#

ok show your work

hazy lily
#

meant to be an x

#

cross multiply

#

1.6 x 52.1

stark wedge
#

83.36?

#

??

hazy lily
#

that’s what I’m getting

stark wedge
#

this looks way off

hazy lily
#

after I tan 58 I got 1.6

stark wedge
#

you should have had: $$\tan(58\dg)=\frac{52.1}{x}$$

rocky lotusBOT
stark wedge
#

not x/52.1, notably

#

TOA, tan = opp/adj

hazy lily
#

ohhh

#

I see

#

I didn’t know 52 is meant to be over x

stark wedge
#

there is nothing sacred about the number 52

hazy lily
stark wedge
#

fair

hazy lily
#

anytime someone tries to simplify math or science with a song it just doesn’t work

#

u ever notice that

stark wedge
#

do you understand why the correct equation for your problem is 52.1/x = 1.6

hazy lily
#

nope

stark wedge
#

52.1 is the opposite and x is the adjacent as you yourself said

hazy lily
#

yeah