#help-10
1 messages · Page 547 of 1
||𝓚𝓪𝓼𝓹𝓮𝓻||
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I need help understanding this question. I have to prove that T is a partial order on the set of all finite length binary strings.
I'm just trying to figure out what I'm doing here
Like, what is a and b in this and so on
……
wait nvm that is my end goal
alright ive had coffee and now i feel like an idiot asking this question
😂
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what test would I use to determine if this is convergent or divergent?
Should work
and then compare it to that?
like, get rid of the terms that are insignificant in the overall magnitude of the function
maybe 1/(n^3)?
ratio this channel is taken
mb
okay so I know that they have the same behaviour
now how can I prove that my second function is converging or diverging
the 1/(n^3)
wait
I don't even need the limit comparison test
I can just directly check if the limit of my first function at infinity = 0
but does that prove if it converges?
nvm yeah of course it does
No it does not!
No
Do you know the p series test
Have you seen sum 1/n?
Namely that it diverges
But lim n->inf of 1/n=0
So clearly not enough that limit is 0
now I'm confused
What?
Its likely like the first infinite series you ever saw
Called harmonic series, can see several proofs of divergence on wiki (or in your book)
am I misreading this then
if the limit at infinity of s sub n exists and is finite
Then the series is convergent
oh
Otherwise it would also be saying 1+1+1+… converges for example
I don't have an intuitive understanding of convergence/divergence
this entire unit confuses me
Also I'm not very good at limits
so should I turn the sum into a real expression?
oh wait frosty said p-series test
was my previous solution right?
this
I got through the whole limit comparison test but then I got confused because, now I know that my a_n function has the same behaviour as 1/(n^3, but I don't know what behaviour 1/(n^3) has
it's the same problem
oh
so for the limit comparison test
(I'm rewriting it now)
I just evaluate the limit of a_n divided by 1/(n^3)
If the result is > 0, then they have the same behaviour
and I use the p-series test to show that 1/(n^3) is convergent/divergent
Limit can’t be inf either, but yes
You said if lim greater than 0
Can’t be inf
Oh I meant if the result of evaluating the limit at infinity is greater than 0
Forgot to write that
wait
how do I do the p-series test
hold on let me look through my notes
so
exactly what does converging/diverging mean
okay
I got it
since 1/(n^3) is a p-series with p = 3 > 0, then 1/(n^3) converges, so by extension, my main function converges
?
ehh
how?
I don't understand
oh
okay so
If I have this limit:
I don't know where to go from here, for calculating it
It diverges
but
okay so, if the limit was n -> some finite number, I could take the limit from the left and right of that number to prove that it diverges
.close
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Since
5^2=25 and 5^-2=1/25
Does 5^-2= 1/5^2
Because in math
If you make a equation multiplication, you have to make other division
like idk how to explain
i dont just go with the formula in math
I must know the reason behind it
yes
In general
$$ a^{-n} = \frac{1}{a^n} $$
so u just make the ^-2 into 2 and make the whole thing divide by 1/x
i dont understnad that
ohh yes yes
that's just latex
you don't need to understand it
this is enough
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how do i do the opposite of this
i mean instead pf
minusing gx from fx
minus fx from gx
simple question but idk
i just did x^2-5-4
but apperantly thats not right
and i dont know why
context?
x^2-5-(-4)
yeah but you dont have to times it tho do you
okay so the parabola is below the horizontal
The picture performs f(x) - g(x)
And you want g(x) - f(x)?
Then g(x) - f(x) = x² - 5 - (-4)
But that's not the area between the curves ofc
what is the horticultural 
fuck
thank you
horizontal
.close
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autocorrect did a fuck
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Hi how to differentiate this one?
What does it mean when root x is down there
?
Wew "Fractalogist" Tbh 🐧
How can I make it without fraction
I think third right part is okay,,,?
use exponent rules
$\frac{x^2}{\sqrt {x}}= x\sqrt{x}$
Frustrated Cat
Not x^2*sqrt(x) ig
yeah
How this happen
rationalizing the denumerator
$\frac {x^2}{\sqrt {x}}=\frac {x^2}{x^{0.5}}$
it's unnecessary tho, exponent laws work too
Frustrated Cat
Ya
I got this, according to the exponential rule
Ya
Is this correct?
$x^{\frac{3}{2}}= x^{1.5} = x^{1+0.5}= x * x^{0.5}=x*\sqrt {x}$
Frustrated Cat
It is
Frustrated Cat
How is that $2\sqrt {x}$
Frustrated Cat
Now I think it's good!
Wow! Thank you!
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$\frac|{3x}{x^2-4} <= 1$
Lemsa
I see no question
Can you ask a complete question?
There's suppose to be an absolute value sign but I'm not sure how to do that
my question? or what I need help with?
You claimed this channel, you need to ask a question
.close
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have a test in 5 mins plz help
what type of distrubituion would i use
i would do binomial right
p(5)=10C5 0.5^5 0.5^5
like that right?
someone plz help
yo
2 mins till test
can someone just wak me throhg it quick
I think it is $\sum_{i+j \geq 5} \binom{5}{i} \binom{5}{j} (\frac{1}{2})^{5} (\frac{1}{4})^{j} (\frac{3}{4})^{5-j}$
Cogwheels of the mind
what are the j letters
I wrote index
what does j represent
?
andddd no more time i gtg
@onyx turtle Has your question been resolved?
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So I’m supposed to multiply by the reciprocal right
And then what
Oh then I just do dominating terms
Sqrt(3^2x)
(3^x)/(2*3^x)
You can divide top and bottom by 3^x to see this more clearly
@flat adder Has your question been resolved?
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I have a question on a homework question
Image
The following is finding the area between 2 curves
The answer is supposed to be positive 1/3 but I got negative
And I can’t figure out what I did wrong
Could someone help me out
I know that my original equation is correct due to my professor confirming integral from [0,1] and the equation of -2x^2 + 2x dx
,rotate 90
dont use u sub
my guess is this is where the sign error is
just polynomials id recommend splitting
oh
good spot
yea the u sub is unnecessary
@worthy linden
people sometimes recommend writing "x=..." in the limits when you do usub
to avoid this
good catch!
thank you!
thank you thank you
@worthy linden Has your question been resolved?
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How do you do this? (Statistics)
pls ping me when ur answering to me
You may try $$N\bar{x} = \sum x.$$
vin100
I'm in 8th and we havent learnt about that
placed on the table
Just using mode, median and mean
if the center of mass of the object doesn't exceed the table's edge then it won't fall down
that's it.
wdym?
this isnt really relevant to their problem, you are going to confuse them
It's not the question
this is the question
yeah
it's a physical analogy to the concept of mean
thats great and all, but not helpful for this problem and the level of maths this person it at
i know mean is basically the average
why not helpful? i'm gonna explain
Wait do I solve it by giving the experienced workers as x and inexperienced workers as y?
you can represent the object with its center of mass, which is one point
if that makes sense
It's not relevant to the question
that's a physical analogy
of the phenomenon that i've explained
huh
u need a find the root cause of the problem
@open sorrel you are obfuscating the question by talking about physics and centre of mass
yeah but it's not important here
the real problem is that you're not familiar with the role of the mean as the measure of central tendency
Mean is used to find the average.
please stop
anyone can use $$N\bar{x} = \sum x$$ to solve the problem, but how can you imagine that?
vin100
huh??
why stop?
mean is a measure of central tendency
i'm just telling the truth
you are not using language of an appropriate level
The $\bar{x}$ is like the center of mass
vin100
what
yeah im rlly confused rn
What's the x with the dash on the top?
@open sorrel how can you not see you have done nothing but cause confusion?
yes i'm explaining
vin
the physical interpretation of mean
i dont understand what youre saying
I dont need to know the physical interpretation of mean
I know mean is the average
in statistics
@open sorrel
Should I ping helpers?
you need to talk with people you're helping, not talk at them when they're clearly confused
$\bar{x}$ means average
vin100
what
$N$ is the population size
vin100
and $\sum x$ is the sum of data
vin100
whats that
symbol
and " " x is the sum of data
okay im confused
im gonna ping helpers
vin100
<@&286206848099549185>
and $\bar{x} = 1000$
vin100
what
i apologise on @open sorrel 's behalf
yeah its ok
you're not me
why you apologize
i'm done nothing wrong

sure
i'm helping
okay, good luck
?
so from the first sentence you already know that the sum of data is 1000 * 12 = 12000
coz avg = sum of data / no. of population
7x + 5y = 12000
in my school we learn this in 4th
we learnt this in 8th
ok so continue?
ok so the total workers is 12
yes
cuz 7+5
yeah yeah
it seems that you've got that
yes
so the mean = sum of the observations/number of observations
yes
so you have the total sum
Or if i simplify
yes
and the sum of the 7 experienced workers
How did you find that?
now the mean of the 5 inexpreienced workers is 846 right
yes
oops typo
so thesum of inexperienced workers monthly wages is mean * number of inexperienced workers which is 846 * 5 = 4230
i mean the sum of salary of the 5 experienced
yes
okay so u subtract that
and devide that answer by 7
*divide
so the sum of the 7 expreienced workers = sum of workers monthly ages - sum of 5 inexperienced workers
yes
okay
yes
did u get it?
okay thanks
np
lemme do the calculations
alr
ty man!
ty !
u r welcome
.close
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$x\in\mathbb{R}$
$n\in\mathbb{N}$
affine function $mx+p$
$f^2(x)=f(f(x))$
$f^2(x)=m(mx+p)+p$
$f^{n+1}(x)=f^n(f(x))$
$f^0(x)=x$
"Find the only affine function f with m in N and p in N that verify the following property :
it exists n in $\mathbb{N}$ such that for every $x\in\mathbb{R}$, $f^n(x)=2048x-2047$"
how do i solve this?
Arkitect
if the function was in ax+b form, a would be equal to $m^n$ and b to $\sum^{n}_{k=1}m^{n-k}$
Arkitect
@lethal spear Has your question been resolved?
@lethal spear Has your question been resolved?
@lethal spear Has your question been resolved?
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<@&286206848099549185> can you explain to me how to explain this question and why its done like that https://media.discordapp.net/attachments/624319985027776514/968569540386652210/IMG_1795.jpg?width=956&height=379
read
sorry for @
I'm just a bit impatient. I've been annoying myself over this question all afternoon and I have done nothing all afternoon because I've been just looking for a answer for the question. I'm new to this topic.
<@&286206848099549185> Sorry I didn't wait 15 mins at first.
But now it has.
Earlier yeah but once he told me to look at something I should have already I did said sorry and he left the channel so I didn't get help so 15 mins later I'm asking for help.
I mean once you did it, it's done
Do you mean once I did the @ he wont check again?
Yup
So what now?
Shall I close this help channel and make a new one but it will get me banned? Tbh this is the only way I can think of getting help.
Because I wont get a answer from @.
Honestly I would say these kind of questions rarely get answered either way. Long word problems with geometry are an automatic nope for a lot of people.
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I need some idea on this problem
@signal cobalt Has your question been resolved?
I would probably start by multiplying row 1 by a, row 2 by -b, row 3 by -c and row 4 by -d then adding them all to row 1 and use that with the fact that the sum of squares is nonzero to eliminate everything else in the first column to see if anything nice comes out of it.
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how do i solve this?
@wintry stream Has your question been resolved?
p(3x-9) is convergent iff 3x-9 is in (-1, 1]
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654.875 = 500+105*(3-1)(0.7025+0.0175(3-1))
I just want to understand how this is equal to 654.875
Ever heard of order of operations?
It just does
Quite literally if you out it into a calculator, it just is
well, when I try to do them, I get answers over 1000 🤮
Hold up
You prob did some error
What's the original question
Like
Where did such a calculation come from
formula for armor and HP from league
ActualValue=BaseStat+GrowthStat*(Level-1)(0.7025+0.0175(Level-1))
this is the formula
,calculate 500 + 105(3-1)(0.7025+0.0175(3-1))
The following error occured while calculating:
Error: Undefined symbol ulate
well its nice to see I can plug it into calculator and it works
what is the first order?
Umbraleviathan
Umbraleviathan
Umbraleviathan
$500 + 105(2)(0.7355)$
Umbraleviathan
$500 + 105(1.471)$
Umbraleviathan
$500+154.455$
Umbraleviathan
$654.445$
Umbraleviathan
Hold up
you still helped me find my mistake; but yeah;
it's fine, I added .7025 to 0.0175 before multiplying
Bruh moment
thanks man XD
Google actually, adds a bracket, so that idiots like me don't do that
It has one extra bracket, exactly there XD
@subtle monolith Has your question been resolved?
yes
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I have this math problem and I'm struggling to figure out where I'm going wrong so I can figure out what to fix
@dark vapor Has your question been resolved?
<@&286206848099549185>, so sorry for the ping
@dark vapor Has your question been resolved?
😭
@dark vapor how do you get sin?
$\cos(x) = \sum_{n=0}^{\infty} (-1)^n \frac{x^{2n}}{(2n)!} = 1- \frac{x^2}{2!}$
jixana
so $P_2(x) = 1-\frac{x^2}{2!}$ and $P(0.2) = 0.98$
jixana
so your error is $\abs{\cos(0.2) - 0.98}$
jixana
I think the error used a different formula tho? The formula is like
its inside abs value, it makes no difference about the order
No like there’s a formula where we have to find M
in your picture its written as $\abs{P_2(x) - \cos(x)}$
jixana
shadowpoet
I got sin bc I was using the derivative, should it be 1 where I put the sin(.2)?
yeah so error = $\abs{\frac{f^3(c)}{3!}x^3}$ at $x=0.2$, and $\abs{f^3(x)}\leq 1$ for all x, so $\frac{1}{3!}|0.2|^3$ would be the error
jixana
Okay cool so I just messed up the sin(.2) there? I had a feeling it was 1 bc f(x)= cos(x) and cos(0) is 1 (the center is 0). Idk why I went with sin(.2)
Ty
Idk if you can help with the second part but if you or anyone else knows
The formula is different, it’s the alternating series remainder theorem and idk if I did that one right
@dark vapor Has your question been resolved?
ty for asking bot, no it hasnt 😭
maybe I need to refine my question now
I have this math problem and I need help with the second part. Like I'm not sure if I'm doing it right? it involves finding error using alternating series remainder theorem and I just want to make sure I'm doing it right
<@&286206848099549185>
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also want a hint in the direction of how to prove that summing a function over a set is the same as integration wrt the counting measure. not sure how to go about it except from going from definitions and proving that the two sups are equal
@cursive forge Has your question been resolved?
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can anyone help me with b)?
<@&286206848099549185>
@naive root Has your question been resolved?
@naive root Has your question been resolved?
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hello
do i do that before applying chain rule
Yeah
1/3 (t^2 + 2 t + 7)
Then you can take derivative and evaluate at 11 for the rate
@glossy sparrow Has your question been resolved?

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so I thought of this question by myself
"1^x=-1,find x"
i tried to solve it, but the answer I derived seems kinda weird
it turned out to be a real number but shouldn't it be an imaginary?
process:
$1^x=-1$
Frustrated Cat
Ya it's ofc imaginary
No?
,w calculate 1^(1/2)
See
$1^{\frac {1}{2}}=\sqrt {1}$ only ig
Frustrated Cat
R31_
Ya
I have sth to deal with right now be back later
R31_
No
R31_
Ya
raise both sides by 1/2
$e^{ipi}=1^{\frac {1}{2}}$
Frustrated Cat
But if 1^(1/2) can he both positive and negative
Then e^(i*pi) can also be both positive and negatice
it can't
But 1^(1/2) is + and - according to u
-1 is the 2nd root of unity
doesn't mean that all the 2nd root of unity is -1
same thing with 1^1/3
First time i am seeing this result
From wolframalpha
Including this two calculators said no real number solutions
Ya
it just depends on how you interpret 1^(1/2)
like the equation x^2=1
if you raise both sides by 1/2, x=1^(1/2)
in this case, it should be the 2nd root of unity
I get it human 
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Hello, can anyone explain how variance work. Is this correct or no?
$\begin{aligned}R_{i}=B_{i}=Var\left( x\right) \ y=11R_{i}-9B_{i}\ Var\left( y\right) =11^{2}Var(x)-9^{2}\cdot Var(x)\end{aligned}$
joshjson
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I'm having trouble where to start on this one <@&286206848099549185>
,rccw
do you have any general equations for projectile motion at your disposal?
good job!
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since there exist homeomorphism from (0,1) to the real line, does that imply that there also exist one from [0,1] to the extended real line?
do you know any other interval that is homeomorphic to the extended real line?
yes
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if Ax=b what is range and the domain?
here the range is in A and x is the domain?
what is A?
they are viewing A as a function from $\mathbb{R}^n \to \mathbb{R}^n$
iCaird
the range is just $A(\mathbb{R}^n)$, everything you can get to by applying A to elements of $\mathbb{R}^n$
iCaird
$\mathbb{R}^n$ is the domain
iCaird
So if i change my basis then the range changes to that basis? and the domain can change because i can go from r^2 to r^3 or something.
the range stays the same, they are just expressing it in a different basis
If i multiply a 3x2 to a 2x3 then I get 3x3 and that increases the range doesnt it?
sure but thats equivalent to composing two functions, which is not whats happening here, we have a single map represented by the matrix A, we are choosing to write the range in a different basis so that the matrix representing our map is diagonal
Thank you got the point
Nice:)
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Ok if i change the domain and range of a A by a basis change i get a diagonal matrix. For example if i change by basis to the eigenvectors then i get a diagonal matrix of the eigenvalues.
Why is this important about the diagnolization?
The book just tells it with no futher context
if we can find a basis that diagonalises A, then calculations become alot easier given that the basis elements are eigenvectors so we just scale up basis elements
another reason is that is you can diagonalise a matrix, then it becomes alot easier to calculate powers of A
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If anyone could help me with this please
What is the area of that one triangle in that Octagon?
thats where im struggling, not sure how to get the area if i only have the two sides being 4cm
Cause its the answer is just the difference between the octagon and circle
You also know the angles
and the area of an isosceles triangle is [r^2 sin(theta)]/2 where theta is the angle between the two equal sides
use this as you see fit, you can look up the derivation if you want
no spoonfeeding please
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i got that
however for the next one
i thought it would be e^i(pi/9 + 2pi/3)
why is it 4pi not 2 pi?/
like for the z1, we added 2pi/2
so for z2 we should add 2pi/3. no?
OMG
is it to do with 3rd quadrant
om ggggg
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How do I show that ( 2Z, +, . ) is not a ring with unity
is it sufficient to just say that there exists no element 'a' in 2Z that follows a.b = b.a = b
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Hi! I have a question. How am I supposed to find cos α, if my sin α=0.6? If possible please explain how to find it❤️
sin²(a) + cos²(a) = 1
How does this work?
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,w div(5z^2x, 5y^3/3+tan(z), 5x^2z+3y^2)
5(x^2+y^2+z^2) = 5
now if we set up the integral in spherical coordinates:
$\int_0^{2\pi} \int_0^{\frac{\pi}{2}} \int_0^1 5\rho^2 \sin\phi d\rho d\phi d\theta$
which gives me the wrong answer
EndTimes
what the fuck
try 0
already did
strange
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I know it's displacement
How do I take the absolute value of the velocity function and then integrate it?
Cuz I tried changing all minus signs to plus signs and then integrating but that got me a wrong answer
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There's a bowl with 8 white and 2 black pearls. And we randomly pick 5 pearls.
What's the chance that exactly 1 out of the 5 pearls are black?
so the chance of picking a black pearl once is 2/10=1/5
but then the other 4 times you'd have to pick white
right?
@storm bay
You can pick in whatever order I guess
OK but the same rule goes
you have tk pick black once
and white 4 times
in whatever order
White is 8/10
It doesn't give the right answer tho
5/9
jixana
what chapter are you on right now
I feel like there is an easier way
It's normal probability math
U shouldn't need binomial stuff for this
I haven't even learned it yet lol
And I don't think we're gonna learn it either cause our math teacher skipped that part it seems
lol what this is one of the fundamental stuffs you need for probability
There must be an easier way tho
To find the probability that all the five pearls are white you just multiply like this: (8/10)*(7/9)*(6/8)*(5/7)*(4/6)=2/9
To find the probability that AT LEAST one of them is black, you just do 1-(2/9)=7/9
But how do you find the probability that EXACTLY one of the five are black?
There's no way this last part of the task is so much harder
Holy shit I figured it out
@storm bay Has your question been resolved?
My last question would be if there's a way to simplify what I wrote in the image above?
Ask in your own channel and wait 15 min before pinging helpers
what mateo said. read #❓how-to-get-help
I am new
Didn't knew
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How do I do part ii
I'm not particularly sure where to start. I have the mark scheme but I don;t understand what they've done
what direction is the 100N force being applied from the weight of the rod?
Down ig?
Straight up
yep
we need the forces acting down to equal the forces acting up
so what do you think the reaction force from D should be?
25
yes well done
Thanks. I just don't get why I can't multiply 3.5 by 0.75 and that be x
I mean that's obviously stupid but I can't really picture how it works
So for part ii the answer is 1.875 but idk how to get it
<@&286206848099549185> Any ideas?
Well I imagine you have got ideas. But I would like them shared pls
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I can’t seem to solve for “a” in this inequality, I’ve tried and I got a < -2.8 and it says this is wrong
Here’s what I did to get my answer
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hello
need help with rational expressions
simplify 16xy^4z^6 / 24x^3y^2z
<@&286206848099549185>
@vague sinew Has your question been resolved?
$\frac{16xy^{4z}^{6}}{24x^{3y^{2z}}$
z is not squared in the numerator
z to the power of 6
$\frac{{16xy}^{4z^{6}}}{{24x}^{3y^{2z}}}$
idk7
This?
i think so yes
$\frac{16xy^4z^6}{24x^3y^2z}$
a disappointing son
you sure it's not this?
Oh better
my answer so far is 2y^2z^5/3x^-2
idk if its correct or not
$\frac{2y^2z^5}{3x^-2}$
Godnut
thoughts?
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Hi! I need some help to simplify this
I am not sure if the last step is correct
should the v have been inverted?
and the 2/3 be negative
help please
thank you
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please help
Let v=arcsin(x^2-1/4) you will have sin(v)=cos(π/2 -v)=x^4 and sin(v)=x^2-1/4
Quadratic function of x^2, the rest is clear
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If 𝜃 is small enough to regard 4𝜃 as small, what is the approximation for the following expression:
2𝜃 / sin4𝜃