#help-26
1 messages · Page 124 of 1
Are you sure everything is right with the statement (df/dx, df/dy, the answer you're given)?
Because according to the answer you say it should be,
df/dx = 1/(x^2 y) - 1/x and df/dy = 1/(x y^2) + 1/y, both of which don't fit the original derivatives you had.
my bad
it was ln(x/y)
in the answer
now what is the mistake?
This still won't fit though. The second term of the y derivative has to be -1/y^2
let me check
this is the original equation
Mdx + Ndy = 0
so I multiplied by 2
and it is exact
so df/dx = M
df/dy = N
am I right
ok i found my error
thnx for helping
y2
i'm still not getting ln(x/y)
how do I find phi(x) now
Recheck your derivative in x you shouldn't have the 1/y term in there
ok so how do u calculate phi(x) from there?
just solve it normaly?
or separate x and y terms and comapre
It's the same thing you did earlier
But with the right df/dy to start with.
After integrating w.r.t. y you get
$f = \frac{-1}{xy} - \ln{y} + \phi(x)$
Azyrashacorki
And then $\frac{\partial f}{\partial x} = \frac{1}{x^2 y} + \phi^\prime(x)$
Azyrashacorki
so i have an equation in $\phi'(x)$
how to proceed from there
Pogram
Well you compare it with the other expression you have for df/dx, just like you had done earlier.
$\frac{\partial f}{\partial x} = \frac{1}{x^2 y} + \phi^\prime(x) = \frac{1}{x^2 y} + \frac{1}{x}$
Azyrashacorki
So what is phi'
1/x
Yeah so then phi is ln(x) + c
what if i dont get such a straightforward result
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i got a different answer, why am i wrong?
holup lemme get the screenshot from my ipad
oh wait i shoudlve changed the =49 in the first part to a 0
but still im wrong
<@&286206848099549185>
i think on the left side, u should've added a -49 instead to cancel out the +49 u added
ohhh wait
so then u would get a -87 on the second step
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when finding theta
and using tan
do i do absolute values
so
$tan^{-1}(\frac{1}{1}) \$ or $\ tan^{-1}(\frac{-1}{1})$
pixel
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pixel
is that right?
woo
how did they get 2/4 as 'r'
cause i got -1/2
rather than the 1/2 that they got
for z1 did you take the minus sign common ?
show me your working
well its on book and my phone is
dead
😭
but uh
anyway only thing im confused about is r value
so ill use latex
$\frac{-\sqrt{3}}{2\sqrt{3}} = \frac{-1}{2}$
pixel
did you convert them into cis form ?
ohhhh
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how do i solve this?
you can either find alpha and beta
and build a new polynomial whos roots are 2alpha+1 and 2beta+1
or
you can do it without finding the roots
although this is a simpler method
are you doing the second method ?
yes
wat
wait
no
2(alpha+beta) +1+1
:/
4(alphaxbeta)+1
no
i have no clue
ac+adxbc+bd?
ok
now try multiplying (2aplha+1)(2beta+1)
@small orchid Has your question been resolved?
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can someone guide me through the process of this question like. Do i have to convert it to standard form, if so then how? or if I can do it without converting it to any form
ping me
!status
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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
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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
Do you know the difference between selection B and C?
is this the highest quality graphs you can get
insult my guy
because i cannot tell any difference between a/c and b/d
wdym
can you zoom in
a/c b/d
to each graph
choice 1 looks very similar to choice 3
this is basically the question
i want to convert it to standard form
but can you even convert it to standard form
sure why not
like wont it change it completely
ax + by = c
yes
slope intercept?
The difference is the inclusion or not
ah
If you look closely
inclusion?
ye
ok so
dotted means less or more than
notice how the equation calls for >=
and undotted equal and more or equal and kless
so therefore the line must be complete/undotted
so you can cross out both choices which are dotted
now i know you might want to do the graphical method but i will share what i would do
3x - y >= 5
yes
now
go test if the origin makes the equation true
that is check if (0,0) makes the inequality true or false
3(0) - (0) >= 5
can i ask why is that necessary?
trust in the process
ok
now is this true or false
its just going to be 0 more or equal to 5
what do you mean by false?
no not true
yea so false
false
they all have a origin point dont they
oh yes
either contains (0,0) or it doesnt
now youve shown that 3x - y >= 5
doesnt have (0,0) as a solution point
because 0 >= 5
is not true
correct?
yes
yes
ok
all the possible answers
the third one
well youve just shown that (0,0) isnt an answer to 3x - y >= 5
so it cant be that one
so that leaves you with only 1 option
what do we check every single one like that?
oh i get it
so we elimated the dotted ones
and the that contains the origin point is the answer
you dont even need to convert it to anything
or am i wrong
well the answer doesnt contain the origin
oh
but its close
whar
like bigger that colors to the right
because its more than
and smaller than goes to the left
into the negatives
so its the one that doesent have the origin?
thats another observation yes
yes
its the option at the very bottom
but it could have the origin and still go to the right
what then?
is the origin necessary or is it just to use like a point to look at when deciding which side the graph goes to
I see
so its like a marker
at which you look at to decide if its bigger or smaller than
thanks for the help
Its a time saver
btw if you do want to convert to slope form
3x - y >= 5
move the 3x to the other side
-y >= -3x + 5
I see
then multiply both sides by -1
which flips the inequality
y <= 3x - 5
thats slope form
I see
is that the only way?
or are there other methods
like for example switch the y intercept and y sides
theres probably more but its the one i use
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@grave delta Has your question been resolved?
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Translation: Given f(x) = 5x + 2/2-3x, find f'(x) and integral f'(x) dx.
well to take the derivative of that you should use quotient rule
ok thats terrible quality
hmmmm
I think I skipped this in differentiation 💀🙏
sorry @spark fiber can u help me to put the number with this rule?
i need example
<@&286206848099549185>
bro just plug in these parts
wdym
So there is a rule
idk how to put the number
i see
So then
By quotient rule
thats differentate of 5x + 2?
yea
You can use quotient rule. (5x+2/3-2x)' = ( (3-2x)(5x+2)' - (5x+2)(3-2x) ) / (3-2x)²
Bcz f(x) is 5x+2 and g(x) is 3-2x
So we just plug in by this rule
i seee
Solve it
what does the ' mean
Derivative
Gtg wait pls
wait is it (3-2x)'?
the second one
(5x+2)(3-2x)' or no '
Yep
Ur right
wait isnt it g(x) = 2 - 3x?
It is
Why
@heavy musk Has your question been resolved?
because u said it is 3-2x?
Where is the connection
Look here
what
this
isnt it suppose to be (2-3x)²?
is this right? new one
yea its 2:04am
idk what am means, i live in country where is 24h system
what
then its 23:06 pm
it is the same lol, more accurate
Good luck
alright
Bye
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How do i calculate the variance based on this?
@uncut willow Has your question been resolved?
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need help
Maybe try complex sine
Also is there a reason why it's in the u world?
Use the limit theorem
not solvable in the conventional sense
can you show the original integral
@granite ermine Has your question been resolved?
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be x e R , the result of the calculation (sin x + 7 cos x)^2 + ( 7 sin x - cos x)^2 is egal to
we should just use the formula a^2 +/- 2ab + b^2
yes
so sin^2 x + 14sinx cosx + 49cos^2 x + 49 sin^2 x - 14sin x + cos^2 x
yes
no
sin(x)^2 + 14sin(x)cos(x) + 49cos(x)^2 + 49sin(x)^2 - 14sin(x)cos(x) + cos(x)^2
yes
yes
50cos(x)^2 + 50sin(x)^2
yes
now use sin(x)^2+cos(x)^2=1
this
do this
yes
so
now continue
50(sin^2x+cos^2x) = 50 * 1
yes
then we square it ?
no
np
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how do i determine a?
we want displacement in the y coordinate = 50
have u learnt kinematics?
yes
mhm
okay
how do we proceed with this?
yes i am
uh this not so much
oh wait its just y and x component yes i do
we want displacement of the y component to be 50
so we find the time at that point
get it till here?
ytes
i just have different formulas than you
im trying to make them work like yours
and find t
okay i got it
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npp!
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is the direction vector for this one m(a,3,b)
or m(a,-3,b)?????
cuz im getting 3 but gpt is telling me its -3?
r = a + td
its the one given to us
or do u mean the ax +by +cz = d
..,,
yes
yep
kinda honestly its tricky to spot that it belongs to the denominator
could it also be that
(a,3,b) is equivalent to (a,-3,b) ?
since its the same direction vector, but in opposite direction
how come
a and b are constants, so the signs dont mean anything until we actually find the value
hmm
let me focus on waht u said then
i half get it
isnt it fair to say that the denominator b also cant be affected by the sign? since the skeleton of the equation says its b, not -b?
so b is a constant but x isnt
x is a variable
so we cant change its sign
thus the denominator must take the sign
i see
its hard to spot
but yea as u said
like now i know
yep thank you
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yes, that is true. but what is the question again?
Q1: How does X being an input value affect the process of getting
2x-5, 3x+1
Q2
2x-5 3x + 1
6x + 2 -15x - 5
What do you do at this step?
Q3
What are the rules of factoring? Can one simply make any number into whatever they want, so long as the other numbers end up multiplying to get the original value?
Q4
Explain in verbal form the concept of each constituent concept and part of the problem and what the overall goal of the problem is.```
Oh wow, that is a lot. what question do you want a help or what do you not understand?
All prior attempts have failed to result in my understanding; I assume this is the best solution given the circumstances. You may also use this as a guide to help clarify the parts outside my comprehension.
I do not understand the processes, goals, or reasons behind the result of (2x-5) (3x+1).
ok... we can start step by step.
Let's start from the product itself
(2x-5)(3x+1)
do you know how to multiply those out?
Because they are quantities being multiplied and not individual numbers, you must multiply each constituent part by each other constituent part to combine them.
A good strategy.
so it seems like you know how to do this already. I will be quick then. Notice that when you multiply things out, you will see that the constant term will be the product of the last two numbers.
So, from (2x-5)(3x+1), you can tell right away that the final polynomial will be something - 5
and notice that the first term (2nd degree term, or x^2 term) will be the product of the two leading x term (in this case, it is (2x)(3x) = 6x^2)
so... really if you have a polynomial like 6x^2-13x-5, you know that whatever (ax+b)(cx+d) you want to have, bd = -5 and ac = 6. You also know that ad + bc = -13 from this formulation
you can guess the numbers that satisfy those equations to decompose or factoring the polynomial
it might be too abstract. But really, you can guess the number. You can solve it algebraically but that requires you to know how to solve the equation formed by polynomial degree two
the product of the backs is what the back of the polynomial is
the product of the fronts is what the front of the polynomial is
and the cross sum is what the middle of the polynomial is
Define "product of the backs," and "product of the fronts," along with what front and back mean in this context.
@upbeat musk Has your question been resolved?

It is time for me to give up.
All attempts have failed.
This problem is not solvable though traditional approaches, possibly due to lack of core conceptual teaching methods by most teachers.
Meta-aware processes have been inert during my trek.
P is for pragmatism.
Efforts to solve this problem are abated until further notice.
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am i correct so far?
,rcw
oh dear
is it wrong?
@late frigate Has your question been resolved?
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Does anyone have any fun ways to self-study maths starting from college algebra? I'm a normie who gets distracted easily so I wanted to know if you guys had a stimulus or philosophy that helps you guys put in the time to voluntarily sit down and study math whilst maintaining focus on the material during your studies.
Are you studying for school or just for fun?
youtube math content is quite entertaining
watch some channels like 3blue1brown and blackpenredpen
Studying in my spare time at work and at home
when you say "college algebra" do you mean like group theory or like coordinate plane stuff
I bought a textbook from Blitzer titled college algebra in an effort to build the skills needed for the next level which is Trigonometry from what I heard
I've watched 3b1b but his content doesn't seem like it's aimed at me as I'm learning basic concepts like rationalizing exponents
maybe organic chemistry tutor and khan academy?
Khan is easy to recommend
Mhmm
As his website does do the full curriculum thing
Ah ok
unfortunately there’s not really a fun way to study when it’s still basics like algebra, but there are some pretty good resources out there when you get out to at least the calculus level
just any way to make it not boring, like challenge questions, integration bees, exam priblems
A book is a good idea! You may find your brain trying to get you away from the book, unfortunately learning to ignore that urge is useful
I find that I get the urge when I use my phone to find a solution for a question as I don't have many resources to ask for help without checking my messages
But I believe this place is a reliable resource when I get stuck
Another thing I also wanted to ask is what topics should I expect to learn and in what order to do calculus?
make sure you have a really solid understanding of algebra and precalc, including trig
nothing like exponents or logs or unit circle should be a problem for you
then start with limits
move onto derivative definition, then derivative rules, then some properties/theorems involving derivatives, implicit differentiation and related rates and optimization problems, then cover the definition of the integral via riemann sums, then properties and basic rules of integration, then fundamental theorem of calculus, then some more integration techniques like u-sub, then applications of integration like areas between curves and volumes of revolutions and stuff
then calc 2 stuff so like more integration techniques, some basic differential equations, and then sequences and series, and then power series
basically just following the order of most textbooks on calc 1/2
Sounds good, do you recommend that I go through a trig textbook before moving onto calculus books?
maybe not a whole trig textbook but just know the six functions, any identities/formulas involving them, their domains and ranges, what their graphs generally look like, and how to find the values of all six of them given an angle in the unit circle
Oh ok, thanks for the help guys
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Let f : D → R, with rule f (x) = –3x + 1 has range [−2, 7).
The domain, D, of f (x) is ?
whats the difference between square and round brackets ?
the square means -2 is included and the round means that 7 is not included
@marsh roost Has your question been resolved?
the brackets mean that specific number is/is not included in the domain
for example, the square bracket next to the -2 in this case indicates 2 is part of the domain, while the round bracket next to the 7 indicates 7 is not part of the domain itself
everything in between them is part of the domain though, if thats the confusing part
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Sup
how is it not?
Also how did they factor 13x away? Are they able to Simply delete it by making sure the other things will end up creating it when multiplied?
K
Sort of yes. That‘s a technique of factoring
Do u know how to use the cross methods
No?
Yes, but how did they attain that result in particular while doing that? And what do you mean "sort of?" What rules, general ideas, or concepts am I missing?
The cross technique they‘re speaking of most likely. There are a couple methods for factoring, but one of them involves "making sure you create one term from the others" as you said
Wait so that WAS the method?
That I spoke of?
Yeah. You had a good intuition
Hmmm.. a bunch of squiggly lines with random numbers on the left..
And the same on the right with a final factored answer?
Replace what I said with what they actually are.
You're making me wonder if the perfect problem solving strategy is literally just finding ANY solution that solves a problem because so long as it would work it would have to be a truthy solution
Because before I had no way to validate if any one answer would be correct
For a lot of problems in maths you can verify your answer
Just ignore the one on the left
Kk
In the case of factoring, just expand, and check if you get the original equation back
So basically u have to try out different components to to able to derive to your answer
Why is X thick and what is the purpose of the graphing line?
I see
The X means times so like 2x times 1
Reason?
@upbeat musk Has your question been resolved?
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1. I don't know where to begin.
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number 2, basically solving it on polar coordinates
i got 1/12 but definitely confused because the integral of csc^4 and also if cot (0) and csc (0) should be written as undefined or no
*not
if solved using cartesius also 1/12 but more simplier than this💀
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not yet
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Can I ask a question about a cryptography problem? I think it has something to do with pascal's triangle
I have 12 strings; the first 4 and the last one are colored gray, while the other ones are red. The gray strings are encrypted, but they're really similar to pascal's triangle structure and content. I have no clues for the red ones. I need to decrypt the cipher of those strings. If you want to, I can send the problem
how should anyone know if they can help you without you sending the problem first
Yeah u're right 😅
I came up with this
01 = 1 ... 09 = 9
0A = 10 ... 0Z = 35
01 = 1
0B = 11
37 = 55
A5 = 165
4A = 330
CE = 462
And I think the red part may be the password and the gray part the pascal's triangle, so I think that I need to decode the cipher using the gray part and assuming it is pascal's triangle and then decode the red part using the same cipher
well the last row is obviously hexadecimal
so you probably need to translate the red rows from hexadecimal and maybe then a pattern emerges
I have already tried almost every compatible cipher
No intereseting results
The last row isn't exadecimal I think though, because the decoded text is " 7 � J � � J � 7 "
And it's the same pattern as the pascal's triangle
it quite literally is the 11th row of pascals triangle if you translate it from hexadecimal to decimal
But what about the different values like CE?
And "14A" is 330, but there's only "4A" in the text
So maybe it has something to do with adding stuff in front of the strings
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<@&286206848099549185>
Hint: According to [a・b = |a| |b| cos (θ) ]
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can someone please help me with this
Show your steps
lemme grab my phone
k
I don’t really know how to use the inequality we’re given
@rare citrus Has your question been resolved?
Take the logarithm and see.
nah this questions full cooked
definitely not getting this correct in an exam
here's the solution for anyone curious
.close
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5/4=ab^(-1) 320=ab^3
i assume you did the second divided by the first
it should be b^4
you wrote ab^2=320 erroneously
so I am getting exponent from x2?
you cant use terms you havent defined to me
because i dont know what youre referring to when you do so
idk typically when you have two points isn't the default x1,y1 and x2,y2
but idk what youre saying though
the ^4 exponent isnt from a single point
its from using the two equations gained from them
like here
i dont really get whats going on here, but i know youve written both equations wrong
the first should be -1, not 1
and the second should be 3, not 2
the stuff on the right though loses me
yeah what I did wrong was not use the points for b exponenets
eh? where were you getting them?
the stuff on right is distrubting b to equal right
I just thought 1 and 2
like in order
the a=5/4 b only really makes any sense if you previously said ab^(-1)=5/4
but you dont need to do that
if a=b and c=d then a/c=b/d you can just apply that from the get go to eliminate a
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Forgot how to solve this
@grim forge Has your question been resolved?
<@&286206848099549185>p
if 1500 is 20% what is 100% then?
1500x80
no
Divided
7500
It’s 7500
How
Always make graphs for yourself, it's easier to understand.
If 1500 is 20%, then 100% is x, and you want to know the value of x, that's what you need. Memorize it and you will never have problems with solving these type of questions
Which exercise or which question is it?
1500 is 20%
7500 times 0.3 for 30%
Thank u I got it
@grim forge Has your question been resolved?
you got it but the question is not resolved?
Yes,sorry,it was my final assignment online so I fell asleep
if its unsolved then ask, if its solved then type .close
.close
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can someone help me
No need to ask “Can I ask…?” or “Does anyone know about…?”—it’s faster for everyone if you just ask your question! See https://dontasktoask.com/
im really shit at anything math related, i need help taking away big and small numbers. like the fastest way
you mean subtraction?
yes
any example
if someone asked me what 40 - 23 i wouldnt have any idea ill have to get a calculator
you can split it into (40-20)-3 if thats useful
wdym
there's a procedure similar to addition where you put the numbers on top of each other and go column by column from right to left, but there's an additional concept called "borrowing" when the top number is less than the bottom number
if you look up "borrowing and subtraction" you'll probably get a nice video that demonstrates this
This math video tutorial provides a basic introduction into subtraction with regrouping. It contains plenty of examples and practice problems.
Basic Addition: https://www.youtube.com/watch?v=2WxfQIElJuw
Basic Subtraction:
https://www.youtube.com/watch?v=3fYgZgbOJmM
Addition a...
this may be of use to you
ill give it a watch
for example if someone asked me on the spot whats 14 - 9 for example ill have no idea
hm
im not sure how to help with that besides practicing truthfully
over time it becomes almost automatic
even in ur head not on paper?
unless its a crazy number, yeah
how do u study ? i never studied when i went school and every time ive tried to study i get really bored and end up not doing it
likle my mind just wonders off
for addition/subtraction, it's less about studying and more about memorizing some stuff at least in the lower 2 digit numbers
flashcards and online worksheets would be useful
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Bingo is a game in which each player has a square card with k
lines (horizontal) and k columns (vertical), where k^2 distinct numbers taken from the
set {1, 2, 3, . . . , N}. Numbers are drawn one by one and players must mark on the
card the drawn numbers. We have two game types, A and B.
Mode A: Here, whoever completes the entire card wins the game.
(a) Calculate the total number of bingo cards.
(b) Two cards are said to be equivalent if whenever one of them is a winner, the other is also a winner. Once a card is fixed, calculate the number of cards equivalent to it.
@neon iron Has your question been resolved?
yeah, both are correct
okok thanks
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A looks right to me
for B, given what they wrote it's right. I wonder if it's a typo and they wanted h'(4)
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So i was watching this video that helps with my hw but the guy goes from step 1. to step 2. but I dont understand how or why the pi changed to pi/2 and why the x changed to 2x. Can someone help explain this to me?
because 2 * 1/2 = 1, so the equation doesn't change
no
in step 1, there is 1 x
in step 2, he changes it to 1/2 and 2, because their product is still equal to 1
wait
so
you can multiply the x by two and the pi by 1/2 to keep it all the same?
yes
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for the last time I post the qs
The Chinese is talking about determining whether there is convergence, and if so, determining whether there is absolute convergence or conditional convergence.
How can I solve (1)?
@sacred rune Has your question been resolved?
ratio test?
math homework...
the difficulty is determining whether there is absolute convergence or conditional convergence?
It's certainly convergent.
it seems that it's conditional convergence
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✅
<@&286206848099549185>
You still haven’t solved it?
Yes
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what is the question?

