#help-17
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i think it's b
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can anyone help me with remainder theorem?
find p(3)
,w remainder theorem
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Any advice for where to even start with this?
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Would this be considered vector geometry ?
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{\bf Theorem (Division with remainder)}: Let $n \in \mathbb Z$ and $m \in \mathbb N$. Then there exist $q, r \in \mathbb Z$ with $n = qm + r$ and $0 \leq r < m$. \ $q, r$ are clearly defined. (If $n \geq 0$, then $q \geq 0.$) \[20pt] {\bf Proof.} \begin{enumerate} \item[] $m \geq n$: Take $q = 0$ and $r = n$. \item[] $n > m$: Let $G = {k \in \mathbb N_0 \mid km < n}$. \ Let $\ell$ be the greatest element of $G$ (well-ordering theorem). \ Then, $\ell = q$ and $r = n - \ell m$. \end{enumerate}
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I don't quite get the induction part of this proof how those terms add up (at the integration by parts) to equation for n+1
is this something you can do without steps?
For the evaluation of $x^{n+1} e^{-2x}$, you have that $\lim_{x\to\infty} x^{n+1} e^{-2x} = 0$ ("exponentials beat powers") and of course evaluating it at $x=0$ gives you zero, and for the integral you assumed that $\int_0^{\infty} x^n e^{-2x} \dd x = \frac{n!}{2^{n+1}}$ so they just replaced that
@dull bear
If you're asking that?
is 1/2(n+1)*n!/2^n+1 equal to (n+1)!/2^n+2 then?
would you need to show steps to assume that?
Assumedly you wouldn't need to, but if you did, you could do $\frac{1}{2} (n + 1) \frac{n!}{2^{n + 1}} = \frac{(n + 1) n!}{2 \cdot 2^{n+1}}$, with $(n + 1)n! = (n + 1)!$ by the definition of the factorial, and $2 \cdot 2^{n + 1} = 2^{n + 2}$ just being an application of the rules of indices
@dull bear
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so we want to find the probability that 100 customers can be served in less than 2 hours
so basically probability that the sum of the service times is less than 120
which is the same as the sample mean being less than 1.2
so using CLT, we find the probability of (sample mean - mean ) / (standard deviation/sqrt(100)
which is P(Z<-3) right
which is .0013 according to the z table
is this correct?
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i dont know how to rotate them please help
i know that how do you rotate it each point
i will take one triangle
and how does that like with the centre of rotation
yeah
oh
no problem !
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Hi this is a physics questions if anyone can please help.
Part C please
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i have no idea how to solve this:
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do you know how to solve quadratic equations in general?
yes, just only when it = 0
im guessing you just take 24
5x^2 - 11x - 21 = 0?
yaeh
you subtract 24 from both sides and thats exactly what you get
do you see how to continue now?
i thought so, i put it in my calculator and got it wrong though
I got 2.829 (rounded to 2.83) and -0.629 (rounded to -0.63)
i think i just put it in wrong though
would the answer be 3.43 and -1.23?
or have I done that wrong again?
,w 5x^2 - 11x - 21 = 0
ive got it correct un rounded then, just to check have I rounded it right? it gives you 2 chances before giving a new question
un rounded its:
-1.2259
and
3.4259
thanks
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can you show ur working
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#help Find the limit as x approaches 0 of (sin(x))/x.
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Does the serie converge: sin(n^-3/2) converge from 0 till infinity.
I would say yes because if n goes to infinity, it becomes sin(0). And sin 0 = 0
How would I write this correctly? Normally I use Alembert or Cauchy. But I dont know which characteristic I can use now. Do I just write it as a limit?
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this is not a valid argument, as you might recall that $\lim_{n\to\infty}\frac{1}{n} = 0$ yet $\sum_n \frac{1}{n}$ diverges
rafilou2003
here you might want to use the well known upper bound that $|\sin(x)|\leq ...$
rafilou2003
its number 21.
I don't understand how in exercise 22 you used the correct thing with tangent but you didn't do the same here with sin
I redid 21 in the same way as 22 I think? You only have to look above the line.
yeah it's better
Would that be a valid solution?
I know its written down unclear. But I just need to know if the concept is correct.
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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 was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
2
Ok, show us what you have then
Ok so you have lh=9m^3 and the surface area, ok
The question asks for cost, so can you derive a formula for that?
lw(10)+5(2)hl+5(2)hw?
40l+10hl+40h
Remember lh=9
That was supposed to be lh=9m^2 btw, not 9m^3
Looks reasonable
what do i do from there?
Do you know derivatives?
yes
Yes
are the critical points -3, 3 and 0?
If I understand "critical points" correctly, then yes
so the minimum is 3
so is the minimum cost $1140?
plug it back into the volume equation?
As a first step, yes
so since it equals 36 is it correct?
Ok the volume is correct, but what we're more interested in is that the cost is minimal
You had this formula for the cost 40l+10hl+40h
Only h and l are variables since we know w=4
If you plug in h=3 and l=3 it gives you 330 which is great, but how do you check that it's the minimum?
I'm not looking for a precise thing here, just a practical check
@dense anchor ?
i used a sign chart earlier to check if 3 was the minimum
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thank you!
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!status
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 was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
1
Ok it asks for the average rate of change of v over an interval
What's the rate of change of v?
between 8 and 20?
No, what's a rate of change
-5/6?
Ok well that's correct, so you knew where to begin
The average rate of change of v between 8 and 20 is (v(20)-v(8))/(20-8) = -5/6
Now what's the mean value theorem
i’m not sure sorry
Well if you have an exercise about this I would assume it's in your course material somewhere
But ok I can give you the short version
i found the formula but i don’t remember what you plug in
If f is a differentiable function on the interval [a,b] then there exists a value c such that $$f'(c) = \frac{f(b)-f(a)}{b-a}$$
Nel
So you have the right hand side already, right?
yeah
What are a and b?
8 and 20?
yes
What's v'(t) then? (for t in [8,20])
0?
On [8,16), sure, but certainly not on (16,20]
The blue and green lines represent the interval [8,20]
oh so itd also be -5/6?
5/2?
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sorry class starting
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All of the following questions is based on the circle figure above
Don’t know where to start
its trigonometry
you know the radius of the circle is 4 because both point A and point C have a difference of 4 with the origin and theyre both on the horizontal axis
B is just as far from O as A and C
let me draw it real quick
you can get started by calculating where B is along the x-axis using trigonometry
I don’t know the rule lmao
do you know how to cos and sin?
Yeah
you know the length from O to B = 4
and you know the angle
how do you get either of the other distances using cos or sin?
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Hello, I am currently having an issues with Regular Expressions.
Imagine a language with L = {a,b} , give me a regular expression which makes sure that any string doesnt have the same charachter neighbouring itself ( so no aa,bb etc).
Hopefully i translated this to english well enough^^.
Also, In my research I`ve found the ?! (operator?) but we havent got this far yet in our course so its not ment to be used to solve this.
It's just a bit of case work.
Some examples of things you can accept:
abababababa
babab
There's definitely a pattern in those you want to exploit
I don't think it can be done without an optional though
Actually maybe it can
For example that first one:
- Starts with a
- Repeats ba
problem is, that for example in regex it seems like theres an order in operations for the way it matches?
It basically snatches away the "a" from "ab". As far as we were told its supposed to have () as otp of the operation, and "or" | as last step.
it doesnt just repeat ba tho, it can also be just b
f.e. "ab" should be accepted aswell. which u will run into an issue if u do
a?(ba)*
Yes this will take a few cases
as in, ull need multiple regular expressions? Im pretty sure the problem is ment to have only one
You can combine multiple into one
thats what this should be, but I cant get around the order of matching. It basically snatches away a or b before it can match ba or ab
You're doing it above. Your cases are:
- a
- b
- Repeat ab, then optionally take a
etc
So you want to change the order. Since the case "a" comes first, it checks and accepts it first
like this?
I believe that should do better
I also don't regularly use regex so don't take my word for any of it haha
It does, but then I run into an issue of this:
Fair. Nothing should have been accepted here, right?
nothing is supposed to be accepted yes
Ive tried using negation but it doesnt seem like negation works for a group of charachters, as in: [^(aa+)] (this seems intuitively correct to me, but appearently doesnt work at all)
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i don't understand the third line where u have sum of i and sum of j and i not equal to j
so when we're taking the sum we do it from j=1 to n right
same with i
so how does i not equal to j work
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You skip the inner sum when i=j
Try it for i=1 to 3 and j=1 to 3 with i not equal to j
yup i see it now
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hi I need help in these practice question for integrals
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✅
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hi i need help with this question, it doesnt seem to make sense to me. It travels at a slower velocity but arrives ealier? or is there a mistake in the question?
also one train travels from Kuala Lumpur to Kota Bahru and the other from Kota Bahru to Kuala Lumpur
so yeah no idea how they can be comparing the times at which they both arrive in Kuala Lumpur
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how do you prove this
Let's try a few examples before anything.
okay
(a, b, c) = (6, 18, 30)
gcd(a,b) = 6
gcd(gcd(a, b), c) = 6
6^^^^^^ ^^30
gcd(b,c) = 6
gcd(a, gcd(b,c)) = 6
6^^ ^^^^^30
Makes sense right? We're just taking the gcd of some numbers.
Now comes the question: the order matters?
Taking the gcd of the first two and then taking with the third is the same of taking with the last two and then with the first?
right
Let's think about the simplest of cases: when the gcd is 1.
If the gcd(a, b) = 1, then pretty sure the gcd(gcd(a,b), c) = 1.
I know. I trying to make you go from the simplest case to the general case.
this weirdly looks like transitivity
I would say associativity.
like if you let d = gcd(a, b) then d must divide a AND d must divide b. If you let j = gcd(b, c) then j divdes b AND j divides c.
But notice that both d and j divide b
Because you are doing a operation to three trings and no matter what two you do first, you get the same result.
that basically shows they HAVE to have the same gcd
because if j divides b and c, it divides BOTH b AND c, and d divides both a AND b
b = b
which means the gcd has to be the same
d = gcd(a, b)
j = gcd(b, c)
d divides a and d divides b
j divides b and divides c
Therefore j = d.
That's what you are saying.
yeah
yes
okay rip
Well, the conclusion is wrong but it's not a waste.
d = gcd(a, b)
j = gcd(b, c)
d divides a and d divides b
j divides b and divides c
i see the conntection, maybe i just dont know how to word it
We know that.
Now we have to think about gcd(gcd(a, b), c) and gcd(a, gcd(b, c)).
Let's call them m and n.
m = gcd(gcd(a, b), c)
n = gcd(a, gcd(b,c))
We know that m divides d and c.
We know that n divides j and a.
If j divides b and c, then n divides a, b and c.
If d divides a and b, then m divides a, b and c.
Makes sense?
Like, it's the gcd. You just are taking divisors from two numbers.
from those assumptions you can determine it is equivalent right
Almost.
We just need the definition of the gcd: the biggest number that divides two given numbers.
There is always only one biggest numbers.
Right?
I am monkey, sorry.
nw i got what u meant
d is the biggest number that divides a and b.
j is the biggest number that divides b and c.
They might no be equal.
gcd(d, c) is the biggest number that divides d and c. And d is the biggest that divides a and b.
So gcd(d, c) is the biggest that divides a, b and c.
gcd(a, j) is the biggest number that divides j and a. And d is the biggest that divides a and b.
So gcd(a, j) is the biggest that divides a, b and c.
gcd(a, j) and gcd(d, c) are both the biggest numbers that divides a, b and c.
sorry if im not responding, im just reading this and thinking about it, i am still here
It's fine.
There can't be two different biggest numbers.
There is only one biggest number, so they are equal.
Just one thing.
ok
It feels obvious?
i do not find any of this math obvious ngl
But is my explanation obvious. Like: how could it be otherwise?
I may assume that i started to explain without having solved the problem.
can i ask another question
Of course.
I am having difficulty with an induction problem, could we break it down together
Of course. Let me just finish lunch and i will ping you.
it is this question, my first question is for a) is the base case 2?
I will be back soon.
sounds good
@old niche, finished.
okay cool
To prove by contradiciton we just have to do a couple things differently.
Let's assume that
gcd(gcd(a, b), c) = gcd(a, gcd(b, c))
Is false.
its okay, i just did a direct proof
Oh, so let's move on to your second question.
Do you mind showing it? I'd love to see a different approach.
could i ask about the second question first
Fine.
Not. The first natural number that is grater or equal to 1 is 1 (1 is equal to 1).
The base case is r = 1.
so then its like p |a1
Yes.
but idk how you even reason about that
p is just some positive prime and a is some integer
It's given to you:
• a prime number, call it P.
• a list of r numbers, call its elements a1, a2, ... ar.
It's said:
IF P divides the product of all numbers in the list THEN P either divides a1 or a2 or a3 ... or ar (in other words: p divides at least one element of the list).
The base case:
a list of 1 element. Call its one element a1.
What is the product of the number of a list if there is only one number in it?
its self
Great.
okay i see how the base case works
since a1 is the only member of the product, then P MUST divide a1
IF P divides the product of the numbers (the result is a1), THEN P divides a1 (the only element in the list).
Before trying the induction step (if it works n, then it will work for n + 1). Try some small examples of r.
r = 2 and 3 for example.
Were all of your questions answered?
you assume its true for r right?
wts its also true for r + 1?
is this strong induction
Yes.
No.
Strong induction is when you assume it's true for r and all the cases before r.
Weak induction is when you assume it's true only for r.
can you help me clairify the inductive hypothesis
I see.
Would be something like:
• it's given a positive prime number p
• it's given a list of positive r numbers a1, a2, a3, ..., ar.
Statement: IF p divides the product of a1, a2, ... ar THEN it divides a1 or divides a2 or ... divides ar.
Base case: prove the statement is true for r = 1.
Inductive step:
- assume that the statement is true about all positive prime numbers and all list with r postive numbers.
- prove it's also true for all postive primes numbers and lists of with r + 1 positive numbers.
okay can i do it and then show you my proof
@fast cipher
It's almost perfect.
I think it's just a small techcality.
what is that
Sorry for losing focus. I was just resolving a small thing.
Looking twice at the proof, i see i was wrong.
You make no mistakes.
I thought you assert one statement instead of the other, but i misread.
naw your hints were very helpful
Thank you.
Sorry.
I'm have to leave right now but i really want to help you.
Would you mind accepting my friend request so i can help you later?
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kinda confused on the definition of parameter space
but so far I have that model e is nested in modal a and b
is that right?
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<@&286206848099549185>
someone with expertise in stats pls help
i've seen other answers for models nested in a
some people say model b , d and e are nested in a
are we only looking at the parameters b1, b2 ,b3 etc
or does the x have anything to do with it
cause model a has b0 , b1, b2 and so does model b so does that mean they are nested models on each other
or does it matter that on model b beta 2 has x1 and x2 as predictor variables
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We shall find the inverse mapping of:
Isnt it just y^-1: R^3 -> R^3 ((x1-x2),(x2+x3),(x3-x1)) -> (x1,x2,x3)?
I cant imagine its that easy
how do you find the x1 and x2 to map from
that's what the question is asking
e.g. if I give you the vector (0,2,0), how are you going to determine that this is in fact meant to be read as (1-1, 1+1, 1-1)
AH
Okay, that makes sense
thanks, i felt lost.
i guess i now know what to do
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i am doing my homework but im not exactly sure what i am doing or what the solution represents
question and soln:
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hey
for a.
why is it (3,4) not (3,3)
and why can’t the interval be (-5,-2)?
and(2,4)
i didn’t answer these my teacher did
there’s no specific explanation tho
<@&286206848099549185>
wait nvm i read it wrong
how do i close this
/close
,close
,sfop
.close
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@slender star Has your question been resolved?
It's explained in the textbook. Look for it
Use the index at the back of the book
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im trying to negate, so minimize -c1x1 - c2x2
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I'm doing some exercises that I know the result. Why is that the area under the curve of f(x)=e^5x, h(x)=e^-20 and g(x)=e^(-5x) equals the attached image?
First I found the intersections between f and h (-4), f and g (0) and g and h (4). After that I thought that the answer was integral over-4 and 0 of f(x)-h(x) + integral over 0 and 4 of g(x)-h(x), but nope... I can't really understand the logic behind this.
@lime skiff Has your question been resolved?
note that g(x)=f(-x)
then it immediately follows that min(g(x), f(x)) is even
also im not sure what your talking about because it is equal to the integral you got at the end
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Guys how is {{2}} subset of B?
because {2} is an element of B
so the set {{2}} is a subset of B
but how the first is wrong and the second is right?
sorry i'm very confused about this topic
shouldnt it be both right...?
yeah that what i think, but i think my instructor is drunk
anyway thank you ❤️
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,rotate
C(S(30)) is asking what the value of C is (oxygen consumption) when the speed, S, is t=30. since the input of the C function is the output of the S function, then you're really just asking what the oxygen consumption is at 30 seconds
S(30)
Is the value ?
the value of C(S(30)), so take the value of S(30), and plug it into C(S), because S is the input of the C function
i can go through it step by step if you'd like
no problem!
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How do I find the value of the series: k=1 till inf of (2sin(kx)(-1)^k)/k for x=pi/2
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If i'm not wrong, it can't be b or d since their exponents are negative
Idk where to start honestly
you mean D?
oh lol
Yeah typo sorry
try substituting some x values and you'll see
I did
see what is f(5)
I tried (0;50)
For some reason
This point?
@tidal dock @left talon is it C? Since when substituting into A the number gets too big
If you eliminated b and d because of the negative exponents and eliminated a because plugging in 5 resulted in a large number, then it has to be c, no need to second guess yourself if you eliminated the options it's not
Thank you!
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o
do u have a question
yes
after the quiestion u can see where i am stuck
the last sentence with p(k+1) is where i am at
its about induction
<@&286206848099549185>
Can anyone help?
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.reopen
✅
try to simplify it maybe?
Now i have this question:
Can anyone help from here?
<@&286206848099549185>
maybe
@spice garden Has your question been resolved?
@spice garden
the way I did it was pretty straightforward but requires a lot of algebra xd
solve the last inequality for k, then when you get to something that's true for all k in N, that will become your scratch work and your solution will be your scratch work in reverse
it's easiler if you put all the square root on one side first
but there are a lot of ways to do this, so do whatever you're comfortable with as long as your algebra is correct
how do i do that
riemann
so
over ?
could u maybe do it for me because i swear i have been on this exercise for days
and i have asked many people
?
is this correct?
@flat whale
<@&286206848099549185>
no you should do your own work
yea that's fine
idk can reduce it more?
once you fix this, you'll be done with scratch work, then your proof will start there and go backwards
yes that's right
,w expand(1/\sqrt(3k+4))^2
where did this come from if you didn't get here?
i squared wrong on both sides
thats my problem to square on both sides
from this
still not answering me
i just dont understand
I have this quiestion about multiplying
is this a valid move?
in induction step
so its not valid
i never said that
why did you do that multiplication if you think it's not a valid algebra move?
if you have the full solution, just show it
you can do algebra in induction problems yes
okay
induction has nothing to do with algebra
no but u do a lot of algebra in induction
yes that's right
working on induction problems doesn't mean all the algebra you previously learned goes out the window
.
you said you got it from here, but like i asked multiple times before, how did you get it
you're being evasive and uncooperative
where did this come from
which is what i replied to here
it said if i square both sides i get that
i did all before
and then i couldn't move on
but u said i should do it on myself
even tho i didnt know..
it's just algebra
but it looks wrong
...
wait do u know how to solve it? Is it easy?
lemme try calculating on my own real fast i need to see it
why didn't you do this an hour ago
and yet you have to do it now!
yes
so you just wasted like an hour of time working on steps you didn't do yourself in the first place
ye
is it a fine move if i square both sides?
wait i seeit now
Here it is my own work
So it is valid
did i calculate it correct this way
ow i forgot to write 4k^2 instead of 4k in two spots
@flat whale i need to say thx for your time
man
sry for wasting ur time if u feel like it
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would the x^4 in the problem cancel each other out leaving only the y variable?
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@hearty gust Has your question been resolved?
@hearty gust Has your question been resolved?
@hearty gust Has your question been resolved?
no
theres two terms in the bottom
only one of them has x^4 in it
@pallid zenith yes but does the x^4 in the numertator divide into x^4 in the denominator leaving y/36y
I guess its not clear to me exactly what you mean. If you're asking if its possible to write the expression inside in an equivalent way without having x's in it, then the answer is no
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Hello, how can I find the domain of this function ?
I know that x+sqrt(x^2+y^2)>0 but what should I do next ?
if x is positive then you have no issue
if x is negative, take it to the right and square everything
I will get x^2+y^2>x^2
aha
you just get y^2>0, that means you can use any y you want except for 0
that's it
we just discussed that using x > 0 and then x<0, the only remaining case is x=0
you do the same for y
(y=0)
and get a condition for x
Thank you @lean lark
I have the solution already but I didn't know how they get it but now it makes sence
you from where?
tunisia
7attena hhh
hhhh
el solution heki ne9sa
eyy ne9es x<0 hakeka ?
el mafroudh R^2 {(0,0)}
ey just lezem ma yjiwech fard wa9t 0
ynajjem ay we7ed fehom ykoun 0 walla negatif el mouhem mouch el zouz mab3adhhom 0
wada7 3aychou @lean lark
men ghir mzyya, nsakker el channel?
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help
i wanna simplify this equation
(x+1)/2 -x^2 - x = (x+2)/3
so I thought multyplyng everything with 6
just cross multiply it
$\frac{(x+1)}{2} -x^2 - x =\frac{(x+2)}{3}$
🐱!Yajat! 【Catfan1398】🐱
yeah
is this your question?
🐱!Yajat! 【Catfan1398】🐱
what if something is being divided?
do i just divide the multiplicator?
so (x+1)/2 = 3(x+1)?
$\frac{(x+1)}{2}=3(x+1)
:(
$\frac{(x+1)}{2} = 3(x+1)
,,(x+1)/2 = 3(x+1)
kiril kyotaka
this
kiril kyotaka
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!nogpt
Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).
!yesgpt
no gpt, no gpt or get a timeout gpt
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i need help with showing K is closed
i considered a sequence of sequences (x^(n)) in K, and a limit point x in ell2 such that (x^(n)) converges to x.
now i want to show that x is in K
are you allowed to use topological shit like "intersection of any family of closed sets is closed"
yeah, my class covered that
right
for each k in N let S_k be the set of all sequences whose first coord is >=0
you can show each S_k is closed
thereby show that your K, which is the intersection of them all, is also closed
wait what does k denote here
a natural number
oh omg fuck i typoed
i meant k'th coordinate, not first coordinate
ah okay, thanks
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.close
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i need help
!status
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 was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
Hint: ||L'Hôpital's rule||
You can do something in the denominator for starters
can you show?
@tired cradle Has your question been resolved?
@tired cradle Has your question been resolved?
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@tired cradle Has your question been resolved?
Your question is this?
[\lim_{x\to 1}\frac{\sqrt{2^x+7}-\sqrt{2^{x+1}+5}}{x^3-1}]
luke1337
@tired cradle have you multiplied and divider by conjugate of the numerator?
Oh alright
Yeah nice question
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Why is r(a1 + a2) in (r)?
ok that makes sense
ty
when my question is solved should I type .close or do anything?
Latex output of this for better readability: $a_1 + a_2 \in \mathbb{R}$
\ $rx \in (r) for every x \in \mathbb{R}$
Yeah .close
kk
Cyrenux
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Hi I need help on an area q
Please don't occupy multiple help channels.

@little canopy you need to actually ask a question 
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can someone please help me with number 3? I don’t know where to start
then what'd you get for L?
L=p^2*g/4pi^2
and then you need the length L, when the period p=1
huh
find the length needed for the pendulum to have a period of 1s.
i.e. sub in p=1 to find L
isnt L just 1/4pi^2 then?
if p = 1?
g/4pi^2
L=(1)^2*g/4pi^2