#help-27
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Hello everyone. At the very last step, I don’t see how those two expressions equal to each other, can anyone help me out with this?
@restive river Has your question been resolved?
<@&286206848099549185>
@restive river Has your question been resolved?
<@&286206848099549185> <@&286206848099549185> <@&286206848099549185>
@restive river Has your question been resolved?
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is it possible that the foci of an ellipse is more farther than the vertices? asking for a friend 
feel free to check if i had any miscalculations
thanks!
<@&286206848099549185>
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Ive been using the Arrhenius equation but my prof got a different answer than me
Im doing (ln(20))/((1/293.15-1/313.15)(8.3145)) = H
Now the answer is supposed to be 61.4kJ but I get 1.653
@cobalt flint Has your question been resolved?
<@&286206848099549185> , would you guys know of a chemistry channel I could get help for this question from?
@cobalt flint Has your question been resolved?
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Would I integrate the function, find the roots and take it away from each other?
Please don't occupy multiple help channels.
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Person A pays 21$
Tax - 5%
Discount - 20%
The answer sheet says the answer is 25$
25x.2 = 5 > discount % calc
25-5 = 20 > subtracting discount from answer price
20 x .05 = 1 > tax % price
20 + 1 = 21 > adding tax to the discounted price
however I do not get why I cant do this in reverse
I can get
21/1.05 = 20 > price before tax
but I dont know the final step of how we get the 5 dollars or am i just misunderstanding something here
You know that 20 is 80% of the total
so i am an idiot
alright thanks
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I have no clue for this question
the only thing I can think of rn is x = t^2 and y = t
but otherwise im lost
@narrow thunder Has your question been resolved?
@narrow thunder Has your question been resolved?
Use Stokes's theorem.
Is the vector field just the expressions before dx dy and dz?
And then I would get the bounds from the boundary given right?
stabulo
Okay I'll try that, thank you!
Basically the line integral equals the area of the region bounded by the closed curve in this case.
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what is the equation of the line through (4,-1) and whose segment intercepted between the axes in the fourth quadrant is equal to 2sqrt17?
I don't really understand what you mean in the second half of that
I think she meant a segment of either x or y axis
Its linear equations with a bit of trig attached
Can you draw a triangle in the 4th quadrant whose legs are on the axes
You need two equations one is
$x_{0}y_{0}=2√17$ and $\frac{y_0}{x_0}=-4$
Mushfiqur
where did 4 came from
The slope, it will be -1/4
i dont get it T_T
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orthogonal decomposition 
you need projections ig
much more annoying in infinite dimensional 
hm wait but
the answer i worte
is from the ans key
confused
how does it mak sense

Av is in the column space of A
yes
and i guess v - Av should be in the null space of A
oh wait
i didnt see the first line
A^2 = A okay
so A is a projection
okay so basically
ye
how is null space and column space usually denoted 
wait ur asking me
well have you seen any common notations for it
cuz i know a few
but
you might not have seen them
okay sure
yes
yes
so for x = v - Av to be in the null space we just gotta show that Ax = A(v - Av) = 0
yes
where did the cat come from
random sticker 

okay so
hm
its 0
kinda by definition or whatever
yes
and then
so thats part (a) done
yes
now for part (b) 
wait
so like
lets say
v
i want to know if v is in the nullspace
i can show
Av = 0
right
yes
wot
thats not exactly accurate
uh
thats just definition
like
colspace(A) is the set of vectors in the image of A
and nullspace(A) is the set of vectors sent to 0 by A
and then theres that
rank nullity theorem

basically it goes like
if a vector is in both the colspace and nullspace of A then it must be 0
we gotta prove that ig
so like
hm
wait so like the vector exists in both null and col space yes
so it must be 0
MUSTTT
and then
wait we arent done
lmfao
we just proved that colspace intersect nullspace = 0
now we need to use that result
no we have to prove that the decomposition is unique
okay so
not completely sure what you've written in your thing
but
the way im thinking rn
is say you have two decompositions of v
hyes
i nid to sowt hat v_1 = v1'
yes
hmmmmmmmmmmmmmmmm
nothing yet
o
in fact these are easy to check even if you dont know theyre subspaces
yes
we just multiply this whole thing by A
yes



gotta restart computer
nah
😮
just
o
brb
yesmaam
Ty

wheres that sticker from
hw help server


tysm madam once again
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an oil company wishes to run a pipe from point A to point B. they are position across a riverbank 500m wide and point b is 5 km to the right of the point directly across a. the pipe is 200$ to be run through the water and 100$ to be run through land. what is the expression for the amount of piping to be run into the water? what is the expression for the amount of piping to be run into land? show that the total cost, C = 200* sqrt(500^2 + x^2) + 100*(5000-x) . what is the value of x for which cost is minimum? what is the minimum cost?
i also dont understand this really
i graphed it
but i dont know how to rearrange into that formula
@fast helm Has your question been resolved?
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I have a mechanism that can move in two oposing axies in 3d space as shown in the image, and I know the rotation/ angle of both axies and want to find a formula for calculating a coordinate point on a line that extends from the mechanism.
It can rotate a total of 180 degrees for each mechanism, and the top mechanism is connected to the end point of the stick on the bottom mechanism
heres a video of an actual model of it
the grey piece that i point to is the point im trying to find a formula for
Sounds like inverse kinematics
I personally am taking geometry currently so if you could help me figure out the exact formula, it would really help
Google inverse kinematics it's pretty much this exact problem
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Can anyone help me with this question I always get confused
Number 4
Like ik it's not hard but
I'm thinking it's A, C and E?
But I really forgot what a reflection and rotation is
I think reflecting it doesn't change the shape right?
But it moves it
I'm so confused
Reflection folds the image across the designated axis.
So it would be halves?
So the first option states to "reflect across the line x=3/2.
You can mathematically show that the line x=3/2 crosses the center of the rectangle.
Oh I see it on the paper
But
It's -3,-2
But when it's reflected the signs switch correct?
By flipping it?
Yes, but how would you calculate where (-3,-2) ends up by folding across the line x=3/2?
By going 90 degrees?
That would be a rotation.
This might be easier to understand using the second option.
If you flip the point (-3,4) across the line y=3/2 x, how would you calculate where it ends up at?
idk
I'm going to use a tick mark to indicate the new position of the point, x' and y'.
When evaluating the transformation, you replace one of the variables in the line of reflection.
\begin{align*}
y' &= \frac{3}{2}x\
y' &= \frac{3}{2}(-3)\
y' &= -\frac{9}{2}
\end{align*}
Kookiemon
And vice-versa for x' and y.
And divide -9/2?
No, that will be the y-component of the translated position.
Oh
$(x,y) \to (x',y')$
Kookiemon
So they both became positive?
Kookiemon
And using y=4.
3/2x = 4?
3/2 x' = 4
You want to make sure you differentiate the original values from the new values.
Right
\begin{align*}
y' &= \frac{3}{2}x\
x' &= \frac{2}{3}y
\end{align*}
Kookiemon
So both A and B?
This is the second option, reflection across the line y=3/2x. Does that look like it reflects back onto itself?
Yea
By reflect back onto itself, the question is asking if the image remains the same.
Exactly.
So B is eliminated
Correct.
Now C
A clockwise rotation
Like a clock so
The image would stay the same
Just a different way
Correct.
So that's an answer
A C
And D would also be a correct one
Nope nvm
Bc it's gone change the Y
👍
Double-check E.
What point is it rotating around?
6,-2
If you rotate around the point (6,-2) by 180 degrees, you get this.
And if you then move it 9 units to the left, will it end up back where it started?
👍
So one more question and I know that I'm correct
Number 3
Now I'm pretty sure it's X= 4
Correct.
okay just wanted to make sure
And number 10
Ik sas
I think it's AB = CB
Bc if ab and cb are equal then that's all that is needed to be proved
The question says what information do you need to prove the triangles are congruent using SAS(side-angle-side).
That means the information you need are the length of a side, an angle, and then another side length; in that order.
The two triangles share one side, BD.
You are given an angle, CDB and conversely ADB, as being right angles.
Ad and cd are equal
👍
Thanks for the knowledge
yw
wait can you guide me through a few more
If you got time
I'm trying to get information for the state text next week
Tryna study this study guide teacher gave ke
Me**
Ask away.
Number 9
Wait
Let me look at it
Okay i looked and
I think it's D
The areas are congruent
Hmm.
Sounds good.
I'm right?
Yes.
Do you understand what the slope of a line is and how to find it?
The slope of a line gives an indication of how slanted a line is.
More specifically, it is a ratio of the change in the y value divided by the change in x value.
$m = \frac{y_{2} - y_{1}}{x_{2} - x_{1}}$
Kookiemon
Right
For linear equations, ie. a line, in the form y = mx+b, the slope is m.
A perpendicular line has a slope equal to -1/m.
Right
$\perp m = -\frac{1}{m}$
Kookiemon
So if you have the line y = -2/3 x +5, find the slope and then calculate the slope of the perpendicular line.
$y = \underbrace{-\frac{2}{3}}_{m}x + 5$
Kookiemon
The equation is already in the form y = mx + b.
So now you just need to find the slope of the perpendicular line using
Yes. To find the equation of the line, use the Point-Slope formula.
$y - y_{1} = m(x - x_{1})$
Kookiemon
And plug them in
Correct.
If you have any interest in the STEM field, remember the Point-Slope formula. It is used a lot in mathematics in one form or another.
What is the perpendicular slope? You know m = -2/3.
5?
Just invert the fraction and then negate that value.
3,-2?
3/2
Yes.
So it's D
Plug in the values of the point it needs to go through.
One moment ...
There are an infinite number of perpendicular lines to the line y = -2/3 x + 5 and the question asks you for a specific line that goes through the point (0,-2).
If you find the perpendicular slope and use the Point-Slope formula, you can calculate that specific line.
Use the same method as before.
Find the slope of the original equation, then calculate the perpendicular slope.
Alright
This one should be rather straight-forward as there is only one solution with the correct slope.
D
That is the point the question is asking you to move the line through.
And the perpendicular slope would be?
7/5?
@restive river Has your question been resolved?
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how do i solve this problem
What have you tried
Show your work
im just plugging in formulas
d/dt (3x) ≠ 3
can i try my math bot
you r wrong
is it 3 * dx/dt?
i have made a math bot in python
Yes
Ask in #discussion, not someone else's help channel
It's not your problem to solve
but i wanna help this person
I mean, do it on your own, I guess
You don't need a bot for that
@lethal osprey do you want me to paste my bot’s answer
Do not just give away answers
it has explanations
Don't care
i can cover the final answer
then how am i supposed to answer??
d/dt g(f(t)) = g'(f(t)) * f'(t)
You get that, right?
Answer what?
his question
You're not supposed to answer it
yeah
You're supposed to help OP find the answer
yes as i said it has explanations
Let's say you wanted to find d/dt x²
x, in this scenario, is a function of t
its fine bro i figured it out but you can still send it so i can take a look and maybe see what i can find helpful for myself
alr bro one sec
So x² is just (x(t))²
To find the vertical velocity of the particle, we need to take the derivative of the function y = x^3 + 3x + 1 with respect to time. Since we know that the horizontal velocity of the particle is constant at 2 cm/s, we can use the chain rule to express the derivative of y with respect to time as follows:
dy/dt = (dy/dx)*(dx/dt)
Since we know that dx/dt is constant at 2 cm/s, we can plug this value into the equation above to get:
dy/dt = (dy/dx)*2
To find the value of dy/dx, we need to take the derivative of y = x^3 + 3x + 1 with respect to x. Using the power rule, we can write:
dy/dx = 3x^2 + 3
Now we can plug this value into our previous equation to get:
dy/dt = (3x^2 + 3)*2
Since we are looking for the vertical velocity at the point (2, 15), we can plug in x = 2 to get:
dy/dt = (3*2^2 + 3)*2 = (12+3)*2 = 30 cm/s
Therefore, the vertical velocity of the particle at the point (2, 15) is 30 cm/s.
idk if its right, @long kettle could you check for me
-_-
wdym by (x(t))^2 could you maybe put it in the math form
is this solely from a bot itself?
x(t) is just a function, like f(t)
If you wanted d/dt (f(t))², would you understand that it's 2f(t) * f'(t)?
This is not how we help people in this channel. Giving all the steps, with explanations or no, is not how this server runs
read this
the client is always right
yeah i was thinking that it looked like chatgpt but when i tried typing in the same question it didnt give the same answer
A particle moves along the path y =x^3+3x+1 where units are in centimetres. If the horizontal velocity Vx = dx/dt is constant at 2 cm/s, find the vertical velocity Vy =
dy/dt of the
particle at the point (2, 15).
i asked this
aight chill out now i mean its still helping me one way or another all help is appreciated
Do you understand this
yeah so i do the the first derivative but the f'(t) is undefined or something like that?
Wdym undefined?
It's just the chain rule
g(t) = t², f(t) = ... f(t)
(f(t))² = g(f(t))
yeah i mean for the du/dx its usually not there and an actual number but in this case i can only put it in f'(t)
Technically, it's always there
d/dx x² can be written 2x * dx/dx
But dx/dx = 1
Again, it's just an application of the chain rule
ah
d/dx (f(x))^n = n(f(x))^(n - 1) * f'(x)
yeah
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How to solve first using Z subistion
Substitution
Let z = x^2 + 3
Okay and then I got the derivative
How do I transfer
Dz/dx=2x
Which one goes other side
dz/dx = 2x
dz = 2x dx
dx = dz/2x
No
How do I integrate it then
@random pendant Has your question been resolved?
<@&286206848099549185>
Any problem@random pendant ?
can you simplify (x*z^4)/(2x)?
@restive river hey how can i become a helper?
Hm
go to info and it lets you self-assign roles
@random pendant give the question please
Main question is 3x(x²+3)⁴dx
Integrating it I would get 3 out integral and let z = x²+3
So I end up with x.z⁴.dx
What is next step
Your missing 3
ah not quite because you divide by 2x since dx/dz = 1/2x
3x.z⁴.dx
It is out the integral
Ok so basically dx=dz/2x
What's next
I got x z⁴ dz/2x
yep
What do I do with the x
so you have (x*z^4)/2x dz
or you can rewrite this as (x/(2x))*z^4 dz
by * I mean multipliy
I would write it out nicely but the latex bot isn't working
because the 1/2x is actually inside the integral
yes
yep
Can I cancel x with x
exactly
👌
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just need help with part a and b
@fringe olive Has your question been resolved?
@fringe olive Has your question been resolved?
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whats an example of an anti symmetric relation
divisibility
can you tell me why it's an anti-symmetric relation?
You already have a channel open. Stop posting in other people's channels
@restive river Has your question been resolved?
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stuck on the whole thing.
whats rise and run ive never heard those terms before
So -1/8x is the slope of this line
In order to graph this line, people say rise/ run
You rise the amount of squares in the numerator, and then run the number of squares in the denominator
In this case, the numerator is negative is negative, so we rise, or count down negative one
Then you run, or count eight square to the right. And that is where your point will be placed
could u sketch how it has to be graphed..
im so sorry i love how ur explaining it im just way too dumb
😭😭
okay
your slope is going up
since its negative, it should be decreasing
im confused why is it just at 0
Your first point will be placed at the origin
because if you plug in 0 in x, you get y = 0
plus, since your graph does not have a b, your y intercept is at 0
are u saying its 0, 0?
you can look up some videos on "y = kx" if you need more resources
for your origin point, yes.
its an open channel
It always send me to another channels
boy
?
desmos is your answer key
@vapid lotus Has your question been resolved?
@vapid lotus Has your question been resolved?
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I’m doing a project where I find data for a table (yellow paper). From this I have to plot the data and create a y=sin(x) equation. I’m currently stuck because I can’t figure out the equation
jesus christ
are the images bad? I can try to take better ones
maybe try it in some graphing software
Tutorial for the GeoGebra Graphing Calculator
you just need to figure out 4 parameters in the sine model
you should be able to figure out B and A from the heights
I solved it using desmos, however I don’t know how to solve it using algebra
$$y=-4.4407sin\pi/12(x-h)+12.2332$$
JollySaintQuinnichalos
JollySaintQuinnichalos
I don’t know how to solve from here
@haughty jolt Has your question been resolved?
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Can anyone help me

with???
What did you get?
You're supposed to substitute x in the equation with the values on the left
So how do i do it
So for x=1, y=25-2(1)=23
That's the first
Okay second one
Give it a try, show your work
It moved me on to the next question but it was incorrect again
I meant just write it here and we could check
Ok, what do you get for x=1?
Would it be 7 because at the question above it says 1+6?
Exactly
How did you get 3?
Ah my bad, yes
That's not how you write it, but how do you get 14?
No, you're supposed to substitute each value of x in the equation
So what would the second one be
1+6*3
Would the second one be 4
,calc 1+6*3
Result:
19
How would you get it?
Would it be 31
Bro, I feel like you're trying things at random
What do you mean
How did you get 31?
Uh 19-7 and than 19+12
Isn't that random?
I’m just trying my best
Ok sorry
Can you explain it to me clearly
The equation says y=1+6x
At the same time i feel sleepy and having anxiety so my bad if i say something stupid
It's easy
The table gives values x=1, x=3, x=8 and so on
You substitute x in the equation and solve
It can be easy but i’m just slow meaning it takes a while for me to understand
Notice, for the first we put the first value of x in the equation and got 7
Yea cause i said 1+6
For the second we put the second value on the equation and got 19
Would it be 26 for the third one
How?
Ok so remember how i said 1+6 so do i just add 7+19?
Again, you're supposed to change x with 8 and solve
You don't sum the values of y, or the values of x, or anything else
You're supposed to change x with the value it's given and solve for y
Do you think you can do it for me and see if i understand better that way or do you think i should try still solving it
Ok, so in this case x=8 right?





