#help-36
1 messages · Page 37 of 1
you're not following the instructions
I'm saying raise e to those numbers
if you have thing 1 = thing 2
then e^(thing 1) = e^(thing 2)
can you apply that and only that to what you have
so
do not apply any of the log rules yet
no
?
that's the same thing you had before that we said was incorrect
i just followed this
i meant 4
lnbase e of 4?
yes
also log base e of 4
if you're going to use ln, no need to say the base
oh ye
cuz we already know it
there's nothing much else to do after applying it
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show me your final result
that was it
then you haven't applied rule 7
so you're not done
so what do i do
i have it in that form already
yeh, and what is it equal to according to the rule
k
just 4?
yes
so 4=e^1.39
yes
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I honestly am so lost please if someone can help
Please stick to your channel.
<@&286206848099549185>
@eternal crypt Has your question been resolved?
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What’s stored in MONTHS
is this javascript?
Im not 100% sure cause I know more python and other languages but isn't it telling the for loop to continue while the count is less than months? you will have to fact check this though
i would bet money that's exactly what it means
its first setting the int count to 0
then making sure that the count is < than months
if it is its adding 1 to count
and doing the rest in the for loop
Im pretty sure
At least thats how python works
that doesn’t answer my question really but
it’s ok
it adds one to count regardless I think???
Might be wrong
@marsh temple what’s your chess rating
count < MONTHS is checking and making sure count is less than months to do whats in the for loop
1400-ish chess.com
MONTHS = 12 so it should continue the loop until count is equal or greater than 12
how long have you been playing
a few years
I can beat steakanator if you give me his IP and a zip bomb
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How would I find the value of tan(-135)
in degrees
yeah but my unit circle is in positive degree values
oh yeaa
ur right
because it would be at the same position, leading to the same value
yep
that's right
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WA and Symbolab can't solve this
have you tried Lhopita rule?
yes
this works for any limit?
no
it works for some
that y i typed maybe above
i think it will work here
maybe
also infinity-infinity
You can also intuition solve this limit
LeHospital will prove it tho
My intuition is that the highest power in the numerator is 3 (-8x^9)^3 and the highest power is also 3 in the denominator (3x^3)
so therefor the limit as x approaches infinity, also known as the horizontal asymptote, is -8/3
would that be correct when you say "intuition to solve"?
or am I misreading this numerator
I'm not seeing how you got the numerator
yes
yes. The power is ~3
-3 or 3?
!nosols
As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.
$lim_{x\to\infty}\frac{\sqrt[3]{-8x^{9}}}{3x^{3}}$
MathIsAlwaysRight
sorry, copied to much text
The limit is equal to this
hah. It happens
so this would be the answer?
You would have to solve that
I thought you could write it as -8/3
if the powers are the same in numerator and denominator
but it's actually cube root(-8)/3
because the cube root also applies on -8
so this is correct?
No.
hmmmm...
Try to evaluate this
cube root (-8)... oh, right..
i am just looking at the variable but i need to also look at the constant too
so -2/3 is the correct answer for this limit
thanks!
that seems much easier to solve, and no L'Hôpital's rule required
if this was limit as x->0, or limit as x->3, etc.
I could still do the same thing?
or only for Infinity
I dont think so
End behavior
only for infinity
The idea is that as x-> infinity the components of the function that most effect the output are those with the highest degree
x->0 is just simple calculation here
well, 0 would be easy. 1/2
In this case (with -inf) yes, just keep track of the sign
OK
Yeah, but in case it would result in 0/0 you would need to use Lhopital or sth
ah I see
whenever there is no way to factor
interesting..
I think I will be learning L'Hôpital's rule this month
our professor hasn't covered it yet
the gist of L'Hopitals rule is that it is allowed for indeterminate forms
so for x->3 with this example, the only way to find the limit is to plug in 3? since there is no other way to factor this, and it doesn't equal indeterminate
if you are able to substitute x=3 and the result isn't undefined or indeterminate then there is no reason that you shouldn't just plug it in, yes
btw Lhopital work ONLY with indeterminate forms
yeah
will keep that in mind
prob why we haven't learned it yet, to not get confused where to use it
but good to know
i keep reading it as L'Hospital's Rule
maybe that's a good way to think about it.. like the emergency room last effort to save something
L'Hospital is another way writing it
Oh ahha
Hopital is literally French for "hospital"
and Bernoulli's rule
Ahhh I see I see haha, so it kinda does mean that maybe?
nope it's the name of the mathematician
unusual last name. it's like Thomas Police Station
Guillaume de l'Hôpital
also known as:
Guillaume-François-Antoine Marquis de l'Hôpital,
Marquis de Sainte-Mesme,
Comte d'Entremont,
Seigneur d'Ouques-la-Chaise
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how do i get pi/4 without a calc
It's a value that you need to know
Hes refering to the unit circle and soecial triangles
Special triangles*
so to be efficient with these topics i should memorize unit circle?
is it often to find someone that memorizes unit circle
Yes
A bunch of viseos on youtube
But with some exercises you will get it
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how do I “crack” this code
What's on the "previous page"
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why is 5^3 and not 125? someone can explain me?
well they wrote 5^3 cause thats just x=5 plugged into x^3
no need to actually calculate it, later on it will cancel anyway
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anyone free to help me plz?
write two equations. one for perimeter and one for the length and width relationship
ok lemme get a pencil and paper
ok
5,280 ft
x 3?
for the width
@vital crag
so, if i do 5,280 x 2 for the length
cuz its 2 sides
and then 5,280 x 3 for width
cuz it also says the width is 3x larger
and that would be 15,840
so that x 2 for the 3 sides
???
😭 💀
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what's the name of this operation : v ^ q
v and q are vector
any context?
in physic we define the magnetic force as q(v^B)
do you have a screenshot of it?
but don't remember how to perform this operation so i would like to have the name to do so research
maybe you are looking for the cross product https://en.wikipedia.org/wiki/Cross_product
maybe ask in the physics server in #old-network
@violet rune Has your question been resolved?
$m\vec a = e\vec v\wedge \vec B$ is an alternative way to write the cross product.
Landau08
$\vec v \wedge \vec B$ is perpendicular to both $\vec v$ and $\vec B$ and has the length $|\vec v|\cdot|\vec B| \cdot\sin\phi$, where $\phi$ is the angle between $\vec v$ and $\vec B$. The formula quoted ist the Lorentz force on a charge e flying with velocity $\vec v$ through a magnetic field of strength $\vec B$
Landau08
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I need help
@late glen http://dontasktoask.com/
I again need help with quadratics
you should post your question
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This is a physics question, but probably E = mgh
oh
what suvat
Is this A-Level physics? You're provided them on your formula sheet
This feels like A-Level physics
I think they will both give the same answers
because physics works this way
i suppose that is an easier method though 
it's been a while since I did physics
I would just think of it as all of the potential is 'used' up
wdym
at some height h
yea
there is $E_p=mgh$ amount of potential energy for that object
Clarkie
yea
taking the ground to be the 'zero' point, it has x amount at the top, and 0 at the bottom
yea
meaning x amount of energy went into moving it
yea
or in other words $E_k=E_p$
Clarkie
should be able to solve it from there
?
so the kinetic and potential energy are 0
no.
potential energy was some amount, and it's 'used up' giving the object kinetic energy whilst its moving towards the ground
maybe useful to remember $E_k = \frac{1}{2}mv^2$ and $E_p = mgh$
hm
Alfie
ye ik that
so then substitute them in
if all of the potential energy is used up in moving the object, at the final point before it touches the ground it has Ep amount of kinetic energy
so what would the equation without the numbers look like
just substitute,
$E_k = E_p$
Alfie
so ik the mass is 7.7
?
then put the numbers in
solve this for h
?
$E_k$ is not at all related to $E_p$ in that way, they're both just two different names
I see what you mean though
Alfie
Closer
bruh
You can't solve that because it's not equal to anything, also
yea
Alfie
mhm
And you have $E_k = \frac{1}{2}mv^2$ and $E_p = mgh$
Alfie
yea
So replace $E_k$ and $E_p$ in $E_k = E_p$ with their definitions from here
Alfie
thats what i did
Not quite
i just didnt set it equall to anything
Alfie
Think about it like this:
The object starts still. It is not moving. $E_k = 0$, right? It is at height h, so $E_p = mgh$.
Then, you drop it. $E_k$ increases as it gains velocity accelerating toward the ground, and $E_p$ decreases as the height decreases
Alfie
yea
Due to conservation of energy, the total energy in the system is the same. This is how we come to the conclusion that $E_p$ at the start = $E_k$ at the end
Alfie
Because height is 0 at the end, so $E_p$ is now 0
Alfie
ohh
So all the energy is now in $E_k$
Alfie
yes that's correct
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using l'hopitals rule idk how far i should go
they all look incomplete to me lol
until evaluating gives you a nonzero denominator
[also make sure you can convince yourself why lopital's still applies from line to line]
are any of the values gonna change and is anything gonna cancel out
or is this a game of plug and try
"until evaluating gives you a nonzero denominator
"
that's what u got here btw
-0(0)+2(1) = 2
oh shit i see
ty
im not great at squeeze theorem need a lil help starting this off
@weak tartan Has your question been resolved?
nvm im chillin
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Alice and Bob begin at points (1, 0) and (0, 1). They both want to reach the point (10, 10) and can do so by moving an an integer amount of units right or up. What is the chance that Alice and Bob meet each other before they reach the point (10, 10)?
basically each person's path can consist of any combination of some moves to the right and some moves upwards
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bruh
One way I can think of is computing the probability of Alice/Bob arriving at (a, b), then multiplying said probabilities(so long as the steps are the same). Since they can only move up or right, that should simplify the calculations.
Oh! They can only meet if the steps they take are the same, so I think that reduces the possibilities of (a, b) as well
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logarithm
what have you done so far?
sending pic
the quality of pic is shit
i know
Alright so you cancelled 2020, how did that get log_x(2021)?
i think thats wrong
It is
Ngl I can barely tell what you're trying to do here
Can you like, show what you're trying to do step by step?
me too
ok let me do it again
See now
sending
pic
Nah, you can't assume that. What if 2020^a = x and x^a = 2020? Then you get 2020^(a^2) = 2020, which gets a = -1. You can also do 1010^a = x etc.
I mean, the method you took can indeed get all solutions eventually, maybe ig
What happens if 2020^a = x and x^a = 2020?
then
What value of a do you get?
heres a better pic
That's why you can't assume a = 1 just by comparing x and 2020
ok
so how would you do it
one sec
ok
Take log_2020 on the last equation
you mean log 2020 in the base?
yup
thanks
That works too
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i have a quick latex question
i have no idea why im getting an error
this is the current source code
this is the finished code
and it says im missing a $ but i dont think i am?
like
what
@marsh mountain Has your question been resolved?
<@&286206848099549185>
yes?
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Any help?
9/4 can be interpreted as 9 quarters
you could visualize this with pizza slices
So
Whats a way I Can draw my model?
Kk
therefore it is a good start to divide the pizza in to 4 slices
for example if we had 3/4, we would color in 3 of the 4 slices
we have 9/4 but only have 4 slices
do you know how we can fix this?
Add?
then color in 9 slices
It does not make sense
here is some reasoning why this works
here i divided the fraction into two
so we have 2 whole pizzas and 1 quarter of a pizza
I can’t understand in a model
9/4 means nine quarters
so if we have pizzas, each divided into 4 slices (quarters)
then in total we have 9 of these slices
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how to find this out without plotting?
the x coordinates of these points ought to satisfy f(x) = f^-1(x), yes?
Note that generally a function intersects its inverse only on the line y = x
generally?
What would the y be tho?
1 ig?
i mean i know but i meant to ask what in what cases does that not hold true
but you said generally 🥲
not always
ohhh
i see
then what do i do next?
do i find all values of x where x^3 = x?
wait is this actually true
Yeah
why is that true
Or you could simply pick the options where the coordinates have the same value and check if they lie on y = x^3
what about something like y = 7-x which is its own inverse
it intersects itself everywhere, but only once on y = x
ahh got it
Forgot the proof, one moment
Well the points on y = f(x) have a form (x, f(x)) and the points on y = f^-1(x) have the form (f(t), t)
So, when the points are the same, you have x = f(x)
I guess there are exceptions 
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Can someone explain how to find the rate of change of a function
differentiate
no
Might help to write it as $4 (\sin(x))^{2}$
@tulip coyote
yeah okay hold on
8sin(x)cos(x)?
is that the rate of change?
it seems too simple
no
8sin(x)cos(x) is 4sin^2(x)
huh
tf 
sin^2(x) = 2sinxcosx
f(x) = 4sin^2(x) f'(x) = 8sin(x)cos(x)
oh wait that's sin(2x) lol silly me
ok so after using chain rule, what do i do?
Yea you can equivalently write 8 cos(x) sin(x) as 4 sin(2x)
Is there any more detail to the question? That would be the rate of change of y with respect to x
Oh yeah
it involves radians
oh my god
i did
i did ^2... and the question is ^3
[pretty much any differentiation/integration with trig will be in radians]
ill redo it, with ^3
Oh, as in they asked to differentiate $4\cos^{3}(x)$ then?
@tulip coyote
I think u have to evaluate the derivative at 5pi/6
[was about to say that they probably meant x=]
Okay one sec, how?
chain rule
Shouldn't it be 12(sin(x)cos(x))
We have $4(\sin(x))^{3}$
@tulip coyote
now i sub x= 5pi/6 ?
which is 5.180/6
150 is my degree
and then i use CAST to solve sin 150, cos 150
for cos 150, do i do 360 - 150?
as its positive in C, A
Erm, I wouldn't
Well if you draw it out on a CAST, you should get 30 as the acute angle, right?
yes
So then you want cos(30), but then remember you're where cos is negative
Yep, it's in the S in particular
How come?
Draw it out on a diagram - the angle 150 lands in the S region
Yea that's it, and then you get sin(30) and cos(30) you look for
The former is 1/2, the latter sqrt{3}/2
Then you can put all that into your expression before
Think that should be -ve?
And yep, the rate of change of y with respect to x
oh yes you're right i forgot to put that in
-3(root3)/2 ?
but you cant have -sqrt
You don't - it's $-\frac{3\sqrt{3}}{2}$, which is fine, and not $\frac{ 3\sqrt{-3} }{2}$ (which isn't really fine)
@tulip coyote
but wouldnt -1(3(sqrt3)/3) = -1 x 3(sqrt3) = -3(sqrt3) = - sqrt9
sorry i know its wrong but im trying to understand why it wouldnt become a negative sqrt (which cant happen)
Well let's take a slightly different example, let's try solving something like $x^{2} = 4$ - you're happy that $x = 2$ and $x = -2$ are both solutions to that?
@tulip coyote
yes
Now if we change it slightly, we could try solving $x^{2} = 5$ - that has $x = \sqrt{5}$ as a solution, but also there's the solution $x = - \sqrt{5}$, right?
@tulip coyote
yes, but is that not a invalid solution?
[note that the - is outside the square root, and that $-\sqrt{5} = (-1)\sqrt{5}$, and that $(ab)^{2} = a^{2} b^{2}$]
leaving us with x= root5 and thats it?
@tulip coyote
Okay
No, not unless there's a restriction on the range that x can be in
anyways, from here, you get that $(-\sqrt{5})^{2} = (-1)^{2} (\sqrt{5})^{2} = 1\cdot 5 = 5$
@tulip coyote
But, if, instead we wanted to do something like $x^{2} = -4$, we would have problems as we would want $x = \sqrt{-4}$, and also we know that any real number squared is non-negative
@tulip coyote
[and so unless you're considering x to be complex, that would have no solutions]
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can someone come help check my answers (and explain if they are wrong)
It's 9.3
oh
pretty sure its 12.4
oooh i
It's 12.4
I believe it's correct
wdym, how is that a positive correlation
it goes in a straight line tho-
a correlation means that it goes in a straight line
If one decreases the other one decreases
positive correlation means that
Ooooh
pretty sure temperature is increasing?
No, both are decreasing
wait here look
Ohhhh
but here we have that as one decreases, the other increases, no?
Wait shit i got confused
Accidents happen
words you do not want to hear your pilot say
Lol
💀
@twilit jetty anyway, so yh, correlation just means that there is a pattern, negative means that it goes down, and postive means that it goes up
👌
you should
.
yh
hb the other problem?
legit you just put it in some random place
yh
what is the sqrt(8)
like you dont need to know the exact number
but generally
ik what the sqrtis but what r u asking?
(im very slow in math bare with me lmao)
ohh ye
but you just need to know the first 2 decimels
2.82?
yh
near Y
D?
yh
how did you get 200
im not sure- i took a break from the hw yesterday so
uh lemme redo it one sec
uh i gtg rq
ill come back if i cant solve it later
were going somewhere
.close
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@stray stump Has your question been resolved?
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Ok what about g
Let f(x) = x2 what’s the transition between f(x)and g(x)in each of the following?
This is the question above it
Graph them if you need a visual
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What is a good learning resource to solve this task?
I dont really know where to start
@unique fox Has your question been resolved?
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I keep ending up with 2sinx=cos, for part a. But im not sure how to do proceed with it without calculator. Did I do it wrong, I tried to find the derivative, and then I set it to 0
Mortta
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it seems right
now just solve it, you can use fact that 2sinx = cosx ---> tanx = 1/2
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Hi im not sure how to do this question
apply ln (.) both sides in the 1st one
then you'll get simultaneous system of equations, solve it and plug (x,y) into e^x + e^y
so x + y = ln12
im not sure what u mean by plug in (x,y) though?
solve the system for x and y
Btw here it's faster to make it a system in e^x and e^y if you know what you're doing
huh
@crystal gazelle Has your question been resolved?
when you know x+y and x-y, you know x and y because
x = 1/2 ((x+y) + (x-y))
y = 1/2 ((x+y) - (x-y))
That's Modus's solution
But there's a multiplicative equivalent;
If xy and x/y are known
x = sqrt(xy * x/y)
y = sqrt(xy / (x/y))
This is the more unusual method I pointed out
With X = e^x, Y = e^y
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How do I show the line 3x+y-4=0 cuts the parabola x^2+5x+3 at 2 points
I know I'll need to do simultaneous equations
I have y=-3x+4 for the line but I'm not sure where to go from here
When two curves intersect at some point (x1, y1), what can you say about (x1, y1) and the two formulas of the curves?
Im not sure
I never really learnt how to graph lines and parabolas
Im not sure if thats really relevant
Ok, forget this question.
Suppose I tell you that the point (x1, y1) lies on the line 3x + y -4 = 0.
What can you say about x1 and y1?
That's not needed per se for this
Y is -4 and x is 3
?
Honestly have no clue
Ok, let's start with even more fundamental stuff.
Consider the line y = x + 2
Do you know how this line looks on the graph?
Ok. Forget that.
When we say that " y = x + 2" represents a line, what we are saying is this:
"Consider all pairs (x1, y1) which satisfy the equation "y = x + 2". Mark each of those points on the graph. There will be infinitely many pairs of points which satisfy this equation, line (0, 2), (1, 3), (2, 4), (100, 102), (1.5, 3.5) etc. All these points, when you look at them, will lie on a straight line. And that straight line is what we call "the line y = x + 2" "
So a curve represented by a formula, is just the set of all points which satisfy that formula
Right ok
And so when you want the points of intersection of two curves, you want those points which satisfy both the formulas
So in your original problem, what you want, are the points (x, y) which satisfy both 3x+y-4=0 and y = x^2+5x+3. Forget the fact that they are a line and a parabloa. THink of them as just algebraic equations for now. So you just need to solve these two equations simultaneiously
Right
Well I know I can rearrange the first
X will be -3/4
And then you plug in x right
So y should be 25/4
Is this right so far
no..
Im so lost
Are you aware of solving linear equations in one variable?
ie can you solve 2x + 6 = 10 ?
Yes
Tell me the answer
2
x is?
2
Ok, I agree that (2, 8) is a solution to the equation x + y = 10
But why not x = 3 and y = 7?
I thought we were using the same x
But I guess that's also possible
Not given a variable
The previous question
Right
So its any value that equals 10
1 abd 9, 2 abd 8, 3 and 7 etc
Yes
So there is no single answer to "solve x + y = 10"
There are infinite pairs of (x, y) which satisfy that equation
Get back to this
Do you know how to solve quadratic equations?
Yes
Ok. So you have these two equations:
y = -3x + 4
y = x^2 + 5x + 3
You need x1 and y1, which satisfy both of these equations simultaneously
So you can just equate them, and get
-3x + 4 = x^2 + 5x + 3
This is now a quadratic equation
Solve it
I've never dealt with one like that I dont think
Sorry if this is frustrating for you
But couldn't I plug the second equation into the quadratic formula
You can rearrange this as
x^2 + 8x - 1 = 0
Right
So you sub the question into it
And then you can put that in the quadratic formula?
Yeah
And see how many solutions that gives
0, 1 or 2
That's the number of intersection points
Anyway, my suggestion to you would be that you are attempting significantly harder problems without a good foundation.
You should first read up more on, and understand "Solving simultaneous equations", and "plotting graphs" before attempting these problems
👍
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help
ik I have to set r = 0 to get reference angles
Yes.
