#help-28

1 messages · Page 103 of 1

sudden yew
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how?

wild sleet
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{1} is a subset of A

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{{1}} a subset of P(A)

sudden yew
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thank you frownyfrog.

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nimble bear
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nimble bear
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Can you help me with my exercises from 1 to 8.

torn jolt
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Exercise 1, basically factorize and you'll get your answer

torn jolt
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@nimble bear Has your question been resolved?

nimble bear
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Because I didn’t attend the lesson.

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So I don’t understand anything about it.

torn jolt
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do u know limits, functions?

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Cause they can't teach whole thing in one lesson 😭

nimble bear
torn jolt
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But i think it's important for you to understand them more than me solving them.

nimble bear
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That’s why I’m asking someone to solve it for me.

torn jolt
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well

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Look at the first question of exercise 1

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what do u understand from it?

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also i don't understand what the question above it says 😅

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the french one

nimble bear
# torn jolt well

It basically says to study the continuity of the function f(x) in x0.

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nimble bear
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.reopen

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torn jolt
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I'm sorry i can't help u rn I'm a bit busy

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but

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<@&286206848099549185> can

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lavish tapir
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plush path
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In other words do you also know how to find critical points

lavish tapir
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no i forgot abt it already..

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T-T

sharp vine
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just vertex form of a quadratic

lavish tapir
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vertex?

sharp vine
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a(x-p)^2 + q
V = (p,q)
substitute (0,0) to find "a" coeff

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that's it

lavish tapir
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whaaaa

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im more confused now

sharp vine
lavish tapir
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h,k is (1,2) right

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aaaaaaaaaaaa

sharp vine
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ye

lavish tapir
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got it got it

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how bout this

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is it simultaneous

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the equ of the curve with y=3/2

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nvm i got it

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how do i show <@&286206848099549185>

torn jolt
lavish tapir
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wait nvm i alr did it ehehe

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for this one is it correct that i got 2x

mighty ridge
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what does "Find 2fg(x) = 3" mean ? solve it ? is fg the 2 functions compounded ?

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if yes to both, then fg(x) = x
so 2fg(x) = 2x = 3

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and then you have to conclude that x = 3/2

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@lavish tapir Has your question been resolved?

torn jolt
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put x1,y1 and x2,y2 as given points

lavish tapir
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why 3?

mighty ridge
lavish tapir
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ah so your sayin

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fg(x)=3/2?

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how do i do this?

mighty ridge
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show that f^-1(x) = sqrt(x+4)+1 (it's g(x))
then you're looking for the intersection with the graph of f so when x is the solution of f(x) = f^-1(x) ie f(x) = g(x)

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however, I would guess that the previous questions are here to help you for this one

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lavish tapir
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got it

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torn jolt
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torn jolt
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How should i approach this?

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<@&286206848099549185>

rocky topaz
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dont know

torn jolt
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<@&286206848099549185>

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Ping me when anyone solves it

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@torn jolt Has your question been resolved?

torn jolt
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<@&286206848099549185>

green ledge
torn jolt
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So help me

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@green ledge

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<@&286206848099549185>

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Anyone??

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<@&286206848099549185>

tribal oxide
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hexed spruce
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hello, I've been trying to solve the problem right here, I have the solution, but idk what is the process to solve it like it's described here. Can someone explain me how did I get to the second part explained here?

hexed spruce
summer echo
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They've written sqrt(x + 2) - sqrt(x - 2) as a fraction with denominator 1 and multiplied by the conjugate, same for the numerator

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So $\frac{\sqrt{x + 2} - \sqrt{x - 2}}{1} \cdot \frac{\sqrt{x + 2} + \sqrt{x - 2}}{\sqrt{x + 2} + \sqrt{x - 2}}$

glossy valveBOT
hexed spruce
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ok, but where does the 8/4 comes from

summer echo
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Try what happens if you multiply this out

hexed spruce
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isnt it (a-b)^2?

summer echo
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No it's (a + b)(a - b) = a^2 - b^2

hexed spruce
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that's what I got

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idk if not

summer echo
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It should be ((x + 2) - (x - 2)), where the (x - 2) is between brackets

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That way it cancels out to 4

hexed spruce
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yeah I got 4 on the numerator after that, but after what do I do

summer echo
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You do the same with sqrt(x + 4) - sqrt(x - 4)

hexed spruce
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ohhh ok now I get it

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ty

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fluid prawn
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fluid prawn
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I got all 3 wrong

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Help

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<@&286206848099549185>

slate shell
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It’s only between -4 and 4

slate shell
# fluid prawn

So the graph that u chose is x^2-9 however the x values got beyond 4 and -4

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So what other graph goes through (3,0) (-3,0) and (0,-9)?

fluid prawn
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Só domain is [-4,4]

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Range is [-9,9]

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?

slate shell
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-9 is correct for the lower value

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What is the maximum value |x| can take?

fluid prawn
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Idk

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[-9,8]?

slate shell
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The x values are the domain

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So if the domain is [-4,4] what’s the largest |x| value

fluid prawn
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4

slate shell
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Yep

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So then u substitute 4 into the equation

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x^2 -9

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To get the maximum y value which is the upper value to the range

fluid prawn
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7”

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@slate shell how about this

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Is the range also -inf,inf

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hexed spruce
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Hello can someone help me with this?

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hexed spruce
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what do I do after this

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to get the limit

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nvm I got it

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hidden ocean
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hi

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hidden ocean
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I was wondering if anyone could explain this derivative to me. I was under the impression that if f was decreasing, the derivative y value would be under the x axis

hidden ocean
hidden ocean
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Nvm, i got the derivative wrong.

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earnest fulcrum
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yo

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earnest fulcrum
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this is fast question

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i just want someone how my professer got from this step to the other

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questions plus answer

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how did he get to this part

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the x ^ 1+b-1

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<@&286206848099549185>

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dense edge
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dense edge
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is it considered "bad practice" to visualize dx as the width of each interval (the size of n)?

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or is this exactly what dx means

white geyser
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dx is literally delta x, the difference in x

dense edge
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LOL

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alright

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I thought it was the entirety

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from 0 to pi in this case

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and dy would be 1

white geyser
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if your interval was that large the difference in y from 0 to pi is 0, since y value is 0 on both ends of that interval

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i know 3b1b is popular and all, but its "quick," and doesn't really provide the insight behind integrals. you should pick up a calc book if you haven't already. my book introduces the riemann sum first, which is key to understanding what exactly you're doing with integration.

dense edge
dense edge
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and this is always the case for dx?

white geyser
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no, the integral is the sum

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dx is part of the notation of the integral operator

dense edge
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oops, bad wording

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lemme rephrase that

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dx is referring to the change in x value, to infinitely many rectangles?

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rather than the sum itself

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the S symbol would do that operation

white geyser
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in essence, yes. dx refers to the size of the rectangles, or interval.

dense edge
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OK

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interesting

white geyser
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not to be confused with the interval of integration

dense edge
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so in the case of sin, for dy, the upper limit is 0, and the lower limit is 0. (b-a)
(0-0) = 0

white geyser
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if the size of your dx was pi

dense edge
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right

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ty that makes a lot of sense now

white geyser
dense edge
white geyser
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the interval of integration is [a, b]

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this is the meat of it, which is hard to grasp from just 3b1b videos

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west field
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algebra Not sure how to approach (c)

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What step are you on?
1. I don't know where to begin
2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
west field
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2

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or 1 maybe

twilit leaf
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Do you have any work or ideas?

west field
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i tried letting z=x+iy

twilit leaf
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Ok, good start

west field
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I get

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y^2=2xyi

twilit leaf
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Show your work, you made a mistake

west field
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okay

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okay i noticed it

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ill fix it and see what i get

twilit leaf
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Okie doke

west field
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I think this is right

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Should I cancel this down?

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west field
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I don't really get a solution I can sketch

robust slate
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Assuming that's correct, $xy=0$ implies that $x=0$ and/or $y=0$

glossy valveBOT
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Civil Service Pigeon

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hardy pivot
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hardy pivot
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dont really know where to start to find h

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if anyone could help

split swift
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the triangle on the left is a right triangle, so you could use pythagoras

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(with hypothenuse = 9 and base = a = 9sqrt(3)/2)

robust slate
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didn't I answer this earlier

hardy pivot
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p sure u showed me like x/9 or something and i didnt understand lol

hardy pivot
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b^2 = 81 - 81(3)/4

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b^2 = 81 - 243/4

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this feels very wrong

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i dont think im doing it right

split swift
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keep simplifying

hardy pivot
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im not entirely sure how to simplify 243/4

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unless its like

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b^2 = 81 - 60(3/4)

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b^2 = 21(1/4)

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b = sqrt(4(1/4))

split swift
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81 - 243/4 is 81/4

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also mixed fractions are generally a bad idea

hardy pivot
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oh yah

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i forgot u can turn random numbers into fractions like that

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how do u square root 81/4 tho when b^2 = 81/4

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nvm

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should be 9/2 no?

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or 4 1/2 depending on how u wanna simplify it

split swift
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9/2 yes

hardy pivot
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then to find g it would be

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sin 60° = 9/2/g right?

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or
sqrt(3)/2 = 9/2/g i think

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yep alrighty ty

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that helps a lot

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fervent anchor
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but when I remove it

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i get ma=0

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lol

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im lost

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<@&286206848099549185>

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<@&286206848099549185>

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lol

gentle oracle
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I tried doing this for your question

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@fervent anchor

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serene hazel
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thats the bot usually do

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agile geode
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Is that right?

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empty sapphire
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yep nice work

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however, one result is erroneous

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can you see which one?

agile geode
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-8?

empty sapphire
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bingo

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do you know why?

agile geode
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Log cant use negatives

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Something like that

empty sapphire
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yep

agile geode
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jolly monolith
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i need help solving this problem

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dire holly
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and y is 16sin(30)

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cos(30) is sqrt(3)/2

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so ur value for x shld be positive not negative

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as both sin and cos are positive in the first quadrant

odd fox
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How did you solve it?

cursive badger
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draw cartesian equation

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and line with length 16

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and angle of 30

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and use trig to solve x and y

jolly monolith
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oh i get it thank you very much for the help

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woeful grove
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A street light is mounted at the top of a 15-ft-tall pole. A man 6 feet tall walks away from the pole with a speed of 4 ft/s along a straight path. How fast (in ft/s) is the tip of his shadow moving when he is 30 feet from the pole?

odd fox
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First draw the diagram

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And show it here

woeful grove
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I’m not sure how to draw the shadow

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They didn’t go over any problems like this in the lectures

odd fox
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Draw a hypotenuse along the man

woeful grove
odd fox
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Basically just extend the hypotenuse and the horizontal

woeful grove
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im lost

odd fox
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Just draw a horizontal line from the man's leg such that it touches the hypotenuse you extended

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odd fox
#

Say I had the function f(x)=1/x where the domain is R-{0} it's a continuous function, right?

onyx glen
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yes

odd fox
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Thanks .close

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atomic gate
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atomic gate
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how do i do question 4

golden shore
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maybe express them all in the form of coordinates

atomic gate
golden shore
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as we know that tan(theta)=y/x

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and sin=y/r etc.

atomic gate
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i do not know that

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and im supposed to prove that RHS = tan A

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i mean LHS

still oak
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prove LHS = tanA

atomic gate
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yes

still oak
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i got (tanA - 2)/(2tanA - 1)

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which is equal to tanA but i dont know how to end it there

atomic gate
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arghhghgghghh

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nvm ill ask my teacher

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thanks for trying to help tho 😁

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woeful tapir
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@woeful tapir Has your question been resolved?

woeful tapir
#

<@&286206848099549185> can you suggest how can i write the green's function for Cylindrical and Cartesian coordinate for laplace's equation

winged lagoon
#

I think that Microsoft word office 2019 and the previous versions in math editor provides the necessary tools

woeful tapir
winged lagoon
#

You open a new word file you go to insert option in ribbon menu and you choose insert function. And then it opens the math editor. See the options is has....

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primal pewter
#

Can someone explain this in steps, the topic is simplifying radicals. I'm confused about the b.

fallen hearth
#

when you multiply the radicals the terms inside the radicals get multiplied under the radical right

#

so

#

that would be

#

√50x^2

#

or

#

√2•25•x^2

primal pewter
#

Yeah

#

I got that part too

#

but how do you have the result from that?

#

ohh shit

#

I realised

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ocean moon
#

hi, i need to figure this one (I'm not a native english speaker)
how do I solve 22/(3+sqrt(17))

my calculator says its around 3.08854
a friend told me its 22/8=2.75
and an online calculator says its 34/7=4.857

ocean moon
torn jolt
#

can you send a clearer image?

#

@ocean moon

ocean moon
#

what part of the image should be clearer? my writing is not that good if thats the problem

ocean moon
#

should the picture be bigger?

formal scarab
#

why'd you cancel the three there

ocean moon
#

has the be 17/3 then right?

#

or just leave it right?

#

brb

ocean moon
torn jolt
#

22/ 3+ sqrt17
22/(3+4.23)
22/7.23 which is approx 3

torn jolt
ocean moon
ocean moon
light sonnet
#

Whatever you did here is wrong

ocean moon
torn jolt
#

then how did you got this eqn

ocean moon
torn jolt
#

-ve 68

ocean moon
light sonnet
#

Also $3^2 - 17 \neq 14$

glossy valveBOT
#

dldh06

torn jolt
#

right

ocean moon
#

oml how did i get to -14 lmfao

torn jolt
#

its 8

light sonnet
#

-8

torn jolt
#

yes i forgor -ve

#

sori

ocean moon
#

then how do i continue there? i dont get how I get rid of that sqrt

light sonnet
#

You don't need to get rid of it

#

You can leave it

ocean moon
#

but I need to sort a few fractions by size and personally I cant see rn if its bigger than 22/7 and 21/7 or smaller

light sonnet
#

Can you send the original problem?

ocean moon
#

Sort the following rational numbers by size

light sonnet
#

Then honestly, you may have created more work than needed

ocean moon
#

we were given this as help

light sonnet
#

So 22/7 = 3 + 1/7
22/(3 + sqrt(17)) -> sqrt(17) is close to sqrt(16) = 4 but there's a little extra so 4....., so 22/(3 + 4......) or 22/7....... and because the denominator is just a little bigger than 22/7, that means 22/(3 + sqrt(17)) is smaller than 22/7

ocean moon
#

hm, seems legit ty
but idk if thats a viable solution tbh xD

#

ty though

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clever meteor
#

can anyone help?

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glossy valveBOT
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You must be a bot manager to use this command!

torn jolt
#

!status

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clever meteor
#

@torn jolt i dont know where to begin

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viral plume
#

16x+16y+16z=xyz solve this in integers

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<@&286206848099549185>

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spring vigil
#

can someone help me understand why this is the answer?

light sonnet
#

Like what happens if you do x = 3?

spring vigil
light sonnet
#

And which graph has (3, 9) as a coord?

spring vigil
#

ok i get it

#

for this one i should make it x^2 - 1 ?

light sonnet
#

No

#

x^2 - 1 is not the same as 1 - x^2

spring vigil
#

i was trying to get the y=mx+b

merry olive
#

For graphing quadratic equations (lets just look at the one on the left) each element transforms the graph. A stretches the graph, b shifts the graph left or right and c shifts the graph up and down

light sonnet
#

You can't because it's not even a line

spring vigil
#

ok i get u

light sonnet
spring vigil
#

so just leave it like that

light sonnet
#

You can do what you did before, plug in values for x

spring vigil
#

if its + x i would go upwards am i right

#

since its - x^2 it shoul be downwars

light sonnet
#

so x = ..., -2, -1, 0, 1, 2... if it's multiple choice

light sonnet
spring vigil
#

yeah if it was 1 + x^2 the parabola would be smiling

light sonnet
#

Yes

spring vigil
#

okayy i get it, i appreciate u

light sonnet
#

I was clarifying because you left out the ^2 part

spring vigil
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@covert light Has your question been resolved?

solemn coral
#

take the derivative

#

derivative = negative -> decreasing

#

and vice versa

#

find where derivative = 0 thats where the derivative changes from - to + or from + to -

#

take the second derivative

#

if secodn derivative at that 0 point is positive, its a minima ( not technically) or the derivative is increasing, menaing it went from negative to positive

#

meaning at the point where the derivative = 0, at that c value, on the left side (less than) the graph had a negative gradient and was decreasing

#

vice versa for the right side

#

if the second derivative is negative its a maxima, so the opposite

#

so gradient goes from positive to negative

#

or increasing to decreasing

#

anyway have fun

#

@covert light

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vapid frost
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vapid frost
#

help me!!!

#

<@&286206848099549185>

solemn coral
#

youve computed compound interest

vapid frost
#

OHHHHHHHHHHHHHHHHHHHHHHH

#

thanks!

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dusky lily
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dusky lily
#

i need help finding angle x and angle y

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@dusky lily Has your question been resolved?

sharp sinew
#

try finding these 2 angles and then make an equation. Then do simultaneous

#

@dusky lily

wide linden
#

Oh

#

The

#

One

#

The angle

#

In the corner

#

Next to 63

#

Degrees

#

=7x-31

#

Alternate angles

#

Then

#

Using inner angles sum to out side exterior angle.

#

To find x and solve y

sharp sinew
#

The angle above 5x-8 would be 4y+27 by corresponding angles right?

#

Which means one of our equation is 5x-8+4y+27=180

sharp sinew
# wide linden =7x-31

Then as you rightly pointed out, the other angle is 7x-31. Which means 7x-31+63+5x-8=180

#

So now you just have to simultaneous

#

@dusky lily

wide linden
#

Yes

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fossil mantle
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fossil mantle
#

What did i do wrong

glacial pasture
#

when you evaluated the x integral , should be (45-27/2)-(0), if you pull out 3/2 then the integrand is 30-9=21

#

you evaluated the limits in reverse and factored incorrectly

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warm plume
#

i am finding this question a bit trickey, could some one help me please?

formal scarab
#

work backwards from what you were doing before

warm plume
#

@formal scarab did i do it right?

formal scarab
#

yeah

warm plume
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thank you for the help

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rotund pulsar
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rotund pulsar
#

little conceptual question about linear combinations

#

what is r here? is this assuming that the size of V = size of F? is it the size of the smaller set?

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bronze tusk
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#

Please don't occupy multiple help channels.

bronze tusk
#

how do you get taht answer

#

of negative infinity

sacred crystal
#

well

#

when you plug in values of x that go towards infinity

#

what do you get

bronze tusk
#

so is it just guess and check

sacred crystal
#

well theres no guessing

#

what does the question say

#

i see its cut off

bronze tusk
#

evaluate the following limits.

sacred crystal
#

yeah so

#

as x gets closer and closer to positive infinity

#

what are the outputs

sacred crystal
bronze tusk
#

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boreal token
#

Hello, if there are 2 gamepad buttons X and Y and you can combo it to 4 inputs 1 example would be X + Y + X + Y
How many 4 button combos are there without repetition?

spice orchid
#

Without repetition?

boreal token
#

other examples would be
X + X + Y + Y
Y + Y + X + X
how many 4 button combos would there be?

#

I don't think I understand without repetition, just like in a video game combo

sharp fable
#

@spice orchid Can I please get some help in my channel after you're done with Judi?

keen shoal
#

is that the original question?

spice orchid
boreal token
#

let's say your character can combo attacks 4 times with the buttons X and Y how many 4 button combos are there?

spice orchid
#

You have 2 options for each button press

spice orchid
#

And you have 4 button presses

boreal token
spice orchid
#

If it was only 1 long combos how many would there be

boreal token
spice orchid
#

If the combos were only one button long, how many would there be

boreal token
#

Y + Y + Y + Y

spice orchid
#

We're starting easy so you spot the pattern

#

Your combos no longer require you to press 4 buttons, just 1 button, what are your options

boreal token
spice orchid
#

Okay input was a better word for it

#

Okay what if now 2 inputs are required?

boreal token
#

yes input cause in programming when it's asking for info you press a key that's an input
2 inputs:
X + X
X + Y
Y + X
Y + Y

#

so there are 4 combos

spice orchid
#

Great, notice how to get those we just take all the old 1 input combos and add either an X or a Y to the end

#

Do you think you can work out how many 3 input combos there are without listing them all?

boreal token
#

8 combos for 3 inputs?
16 combos for 4 inputs?

spice orchid
#

You got it

#

It's 2^n in general

boreal token
#

I see thanks!

#

2 since there are 2 buttons? and raise to n the amount of inputs?

#

Thank you so much @spice orchid

spice orchid
#

Yep

#

(Buttons)^inputs

boreal token
#

Thank you once again! Have a nice day 🙂

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spice orchid
#

You too

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torn jolt
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torn jolt
#

derivative of a constnat is 0, so u get 0 = (product rule)

#

but it does not work when i do that

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torn jolt
#

putting dtheta/dr to one side and dividing etc wont get me the answer

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so idk what im doing wrong

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pliant quarry
#

I don’t understand how to solve this

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astral hollow
#

What do you mean solve ? You just wrote down log(1/1000)=-3 which is a true statement. Or are you asking how to get to the solution when given log(1/1000) ?

pliant quarry
#

Oh yeah sorry i have to write it in exponential

#

Im not sure exactly what to do with this because of the fraction

astral hollow
#

Are you working on a specific problem right now ?

pliant quarry
#

Well the problem is just the picture and the instructions say to write the logarithmic equation in exponential form

astral hollow
#

Huh.... i am not sure what they want. my GUESS would be that you have to convert the fraction inside the logarithm into an Exponent because the authors want to emphasize how the logarithm works.

#

Since log is kind of the inverse of exponentiation

pliant quarry
#

So would I put log 1000 to the - = -3

#

Then switch it to exponential form?

astral hollow
#

Does this look familiar ? $a^{-n}=\frac{1}{a^n}$

glossy valveBOT
#

ImToxiiq

pliant quarry
#

No it does not

astral hollow
#

Hm, then i am really Not Sure what your task is asking you to do. The definition above means that 1/1000=10^(-3) and from there one can apply Log Rules to Show that the equality holds

pliant quarry
#

I can give u an example it gives to me if that may be helpful

astral hollow
#

👍

#

Yes pls

pliant quarry
astral hollow
#

Basically the topic is Power and logarithmic rules

pliant quarry
#

I was just taught this today so im am not to familiar with the rules

astral hollow
#

No worries. The three important Things to notice Here are: 1/1000=1/(10x10x10)=1/(10^3)=10^(-3), Log(a^n)=n * Log(a) and Log(10)=1 Note: Log is the logarithm Base 10 Here

pliant quarry
#

Wouldn’t it just be this?

astral hollow
#

Those equalities are both true yes. Now Just Plug in 10^(-3) into the log

#

Oh

#

Mb

#

I misunderstood what the question asked

astral hollow
pliant quarry
#

Ok thank you

#

I appreciate the help

astral hollow
#

:)

pliant quarry
#

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lime crescent
#

How do I find the domain of a composite function

lime crescent
#

I can’t wrap my head around it

light sonnet
#

Do you know what f(g(x)) means?

lime crescent
#

I’m stuck on trying to find the domain

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@lime crescent Has your question been resolved?

lime crescent
#

Nope

#

<@&286206848099549185>

lime crescent
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: (

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fathom saddle
#

Good! You're now solving a linear equation

#

Every term with a dy/dx on one side, everything else on the other

#

Yes. You should.

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arctic perch
#

I have doubt in both d and e bit of 4th question

arctic perch
#

<@&286206848099549185>

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arctic perch
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<@&286206848099549185>

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arctic perch
#

SHUT UP

light sonnet
#

Why the hostility?

arctic perch
#

Sorry

#

It's a bit annoying

light sonnet
#

What is? You pinged helpers early and was told you needed to wait 15 minutes and then you pinged again without waiting, I don't see anything annoying about getting told to follow the rules

light sonnet
arctic perch
#

The d bit

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And e bit

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But first the d bit

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I don't understand how to use identities bro zthey have no square there

light sonnet
#

Have you tried anything?

arctic perch
#

Well I tried to convert cos^2 ti 1-sin^2

#

But I don't what to do next

light sonnet
#

What about finding a common denominator and adding the two fractions?

arctic perch
#

In the RHS there is no fraction

#

I could do LCM

#

But it will be too complicated

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@arctic perch Has your question been resolved?

arctic perch
#

<@&286206848099549185>

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Bruh

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.close

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fickle canopy
#

what am I doing wrong

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fickle canopy
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@fickle canopy Has your question been resolved?

fickle canopy
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<@&286206848099549185>

arctic perch
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.close

fickle canopy
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?

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urban bramble
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urban bramble
#

quotient rule for derivative

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i’m pretty confident until the last step

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did i simplify right ?

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@urban bramble Has your question been resolved?

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pliant quarry
#

“In(x-4) = In2” since there is no base in either side would it be automatically 10 for both bases?

glossy valveBOT
#

riemann

pliant quarry
#

Does e have a value?

rocky vale
#

yes, e is a real number

#

,calc e

glossy valveBOT
#

Result:

2.718281828459
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@pliant quarry Has your question been resolved?

tacit siren
#

the base doesn't matter for this problem regardless

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dapper kestrel
#

I have talked my Algebra II teacher's ear off about theoretical questions (I don't expect any other sophomores to have asked her these types of questions before) and one in particular has stumped me. I'm not sure how to properly format or describe my question, but I will ask it to the best of my ability.

This question stands for any two transcendental numbers, but for example, we'll take Pi and e. Let's say you have an infinitely long sequence of digits from e, can this sequence be found inside of Pi? They both stretch to infinity...

  • How would you represent on paper the length of the largest sequence of numbers found both in Pi and e?
  • Another problem with this question is that it'd mean that this infinitely long sequence of e is in some way smaller than another infinitely long sequence of Pi... Can two different instances of infinity somehow be different in size?

Maybe I'm overthinking it or incorrectly assuming that you can find this sequence in Pi.

fast peak
#

well this would basically mean that pi and e "end" the same way

#

they are both of the form rational number + same "end"

#

this could be, I dont think we know. it would of course be very surprising

meager dew
#

it's an interesting thought, though

wide sundial
#

I think we don’t know because we don’t know if pi - e is transcendental or not

solid zinc
#

infinite monkey theorem says yes to ur first question

fast peak
#

no

wide sundial
#

That works for finite sequences

fast peak
#

and we dont know if e and pi are normal numbers

dapper kestrel
solid zinc
#

infinite is in the name

fast peak
#

everything that involves a digit representation is always a bit awkward to write down as a formula

meager dew
# solid zinc wdym?

while it's true that every finite sequence is somewhere within pi's decimals, that's not necesarrily true for infinite sequences

wide sundial
#

No it’s saying an infinite random sequence contains any finite sequence

fast peak
#

(almost surely)

solid zinc
#

ohh

wide sundial
#

(Almost surely)

solid zinc
#

ok that makes sense

wide sundial
#

Are we even sure that the digits of pi are random

fast peak
#

no

wide sundial
#

Sounds like all we can really do is grasp at straws and say nothing about the truthfulness of your statement

dapper kestrel
wide sundial
#

Do we?

fast peak
#

no

wide sundial
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torn jolt
#

how does this one work

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torn jolt
#

so 2n +1, n is an element in N and 50 is less than or equal to n, and n is less than 100

#

i don't get it

tight glen
#

what do you not understand?

#

and what are you asked to do?

torn jolt
#

for the late reply

#

uh

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so he asked us to make it so the numbers would be uneven

#

so

#

1

#

3

#

5

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and so on

#

and this is one of the possibilities

#

i just don't understand everything in it

#

mainly the "n" part

tight glen
#

every 2n+1 is an element of this set where that n is a natural number between 50 and 100, n is not 100

tight glen
torn jolt
#

whats the point of it

#

the 2n + 1

#

i get that n isnt a 100

tight glen
#

2n+1 is the element of that set, but the " n is a natural number between 50 and 100, n is not 100 " is a way to tell you all the values that n can have

torn jolt
#

yeah i get that but the result of this would be 51,53,55.. up until 99

#

right?

torn jolt
#

it wouldnt?

#

then i looked at it wrong

tight glen
#

list the n that follows this criteria "n is a natural number between 50 and 100, n is not 100"

torn jolt
#

so what happens after u find out what n is?

#

lets say n is 51

#

what would happen then?

tight glen
#

n = 50, 51, 52, 53, 54, 55, ... 99

tight glen
torn jolt
#

would it be 2 times 51 + 1?

tight glen
#

to list down the elements of rhe set

#

2(51) + 1

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yes

torn jolt
#

oh

#

shit

tight glen
#

that would be your element

torn jolt
#

well i knew that i just thought i was wrong

#

wait

tight glen
#

corresponding to n= 51

torn jolt
#

ues this next

#

let me try it first

#

okay so

#

x is an element of Z

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100 is smaller than x and x is bigger than 200 which means its between 100-200

#

and x/2 will not be a part of Z

#

so this would mean that oneven numbers are the only possibilities here

#

100/2 would make it not part of 2 but 101/2 would

#

is that right?

tight glen
#

yes you are right

torn jolt
#

oh

#

shit

#

okay

#

thank you

tight glen
#

you are welcome:)

torn jolt
#

.close

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eternal sapphire
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eager crag
#

Square root of 10 = 10^1/2

eternal sapphire
#

Wait what

#

Isn’t it square root 10^3

eager crag
#

you dont have to put the 3 back in

rapid rain
#

yeah you really don't need to bring the 1/2 and the 3 inside the logs

#

$\log_{10}(10) =?$

glossy valveBOT
#

rafilou2003

eternal sapphire
#

that’s just what our teacher told us to do

eternal sapphire
# eternal sapphire

That’s what I put into the calculator and got the answer i don’t know if there’s a easier way

eager crag
#

you can use any method you want

eternal sapphire
#

Alright thanks

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open matrix
#

I don't even know how to start to prove this

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@open matrix Has your question been resolved?

gritty rose
open matrix
#

Hdym? Sorry 😅

#

You mean like just multiplying the eq for C and the eq for D?

#

Haven't tried that but it's a proof question tho

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spark field
#

If I have (1/2)/(sqrt(3)/2)) how could I convert that into a singular fraction? If possible, could someone use the bot's cool image thing to show me how?

willow sedge
#

$\frac{\left(\frac{1}{2}\right)}{\left(\frac{\sqrt{3}}{2}\right)}$?

glossy valveBOT
#

B-eard

spark field
fathom saddle
#

Flip the bottom fraction
Multiply instead of divide

neon basin
#

Think of it as $\frac{1}{2} : \frac{\sqrt{3}}{2}$

glossy valveBOT
#

USS-Enterprise

neon basin
#

"keep, change, flip". Keep the first fraction, change division to multiplication and flip the second fraction

#

$\frac{1}{2} \cdot \frac{2}{\sqrt{3}}$

glossy valveBOT
#

USS-Enterprise

neon basin
#

$\frac{1 \cdot 2}{2 \cdot \sqrt{3}}$

glossy valveBOT
#

USS-Enterprise

neon basin
#

Or just, middle ones go to the denominator and the outer ones go to the numerator

neon basin
#

That's correct

#

2 can cancel out

#

So you're left with $\frac{1}{\sqrt{3}}$

glossy valveBOT
#

USS-Enterprise

spark field
#

Ohhh

#

I see, thank you so much!

neon basin
#

Should also rationalize

#

So you don't have roots in the denominator

spark field
#

Thank you!

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torn jolt
#

The exercise is : Find the volume common to two spheres, each with radius r, if the center of each sphere lies on the surface of the other sphere

torn jolt
#

I found the formula for half of the width of the object as a function of y :

#

it is the purple formula

#

If I rotate the purple curve from y=sqrt(3)r/2 to y=-sqrt(3)r/2 around the y-axis I shall get the desired object

#

So I integrate with respect to y the purple formula squared times pi (the disc method)

#

But I get that

#

which is different from the answer

#

What is wrong with my reasoning ?

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@torn jolt Has your question been resolved?

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@torn jolt Has your question been resolved?

torn jolt
#

By rotating around the x axis I find the right answer

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serene sage
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serene sage
#

I get that there would be 64 in total

#

But I don't get the part where it says touching the box

spiral vigil
#

like if the sides of the box were covered in red paint

#

how many of the cubes would have red on them when you take them out

serene sage
#

How would I find that out 😭

desert steppe
#

You need to take into account the boxes which touches the bottom as well

spiral vigil
#

maybe draw a quick sketch

desert steppe
#

Yeah that'll help

spiral vigil
#

like this but with more lines

serene sage
#

So would the base have 16 cubes touching it?

spiral vigil
#

yep

serene sage
#

So I have the base 16 cubes
And then every other layer 12 cubes would touch the sidess

#

And there should be 3 more layers?

#

16+12+12+12=52

#

Is that right?

spiral vigil
#

yeah good breakdown

serene sage
spiral vigil
#

i'd say not really

#

i mean you can start with 64 and identify 12 of them that aren't touching the sides

serene sage
#

Gotchaa thank uuu

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pulsar kiln
#

really dumb question honestly but idk if theres some right answer i cant see

"theres a group of 100, consiting of teachers and at least 1 student. you pick 2 people from the group and can by certainty know that 1 of the people is a teacher. how many teachers is it in the group?"

must be 99 teachers and 1 student or what

pulsar kiln
#

like gut feeling says 51 teachers but that doesnt make it completely certain

#

if it was a group of 3 then 2 teachers and 1 student 🤨

tough arch
#

Hello

winter skiff
#

If you pick 2 of 100 it's 100% that you oicked from both types its 99-1

pulsar kiln
#

so 99-1 is the only correct answer

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heavy latch
#

How do I evaluate the limit: Lim as x-> infinity of [(x^1000 )/ (1.01^x). I know that as i continue to derive x^1000 it will become smaller and therefore the denominator will dominate. However, how do i prove this?

heavy latch
#

my work:

merry thicket
heavy latch
merry thicket
#

Intuitively you could see this problem as a "bottom heavy" or "top heavy" but as we know since the exponent decides the outcome. This becomes "bottom heavy" since infinity to the power of 1000 is finite relative to 1.01 to the power of infinity. As far as proofs go idk

heavy latch
#

gotcha

#

.close

#

ty

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polar plank
#

How is this not right?

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