#help-10
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because it's a linear equation? lol i'm probably trolling
but why should it have more than one solution?
9816507015124=39659128* some integer + 39659127
Idk, is it because the "some integer" has to be integer which makes it so that it oculd have more than one solution
don't linear solutions have liek one solution? I guess this is more diophantine and it can have more than one solution
sry idk number theory
also tbh i don't get this but i might just be bugging. If this was basic algebra then it would be guaranteed one solution, no?
9816507015124=39659128* x + 39659127
I assume the condition that "x" has to be integer is what gives rise to more solutions, right?
well if you try to solve that equation there you probably get a fraction
cause you filled in the remainder
yeah
so is it something totally different when solving for x where x has to be integers?
Is it why x could typically have more than 1 solution or none at all?
you have two variables
q and r
you want to solve for both being integers and r has to satisfy this condition
Oh lmao
Okay that makes sense
so you need both q and r to be integer and that's unique is what you meant?
okay nice nice i get it
now for the chinese remainder theorem thingy
n = 7q + 4 and n = 3k + 4
may i show?
?
like the method is stupid easy
U mean chinese remainder theorem?
which one? euclidean algorithm or CRT?
Or diophantine
my original question, you mentioned crt so i guess crt?
well you already found 1 pair or even more
aren't we done with euclidean
so that's most of it
you mean finding numbers that satisfy both these conditions n = 7q + 4 and n = 3k + 4 provided q and k is an int?
yeah i think i found 2
if you found one solution n, then n+21 will be another one
n+21+21
or minus
dang
n+21m
m?
some integer
i guess if there's just 2 "equations" it is?
but if there's 3 it may not be right?
so in general, if you have some divisors a1,a2,a3,a4,... and remainders r1,r2,r3,r4,... and then want to find a solution n=r1 mod a1, n=r2 mod a2, ...
then
if gcd(a1,a2,a3,...)=1, there is a solution
and if k is a solution, so is k+lcm(a1, a2,a3,...)
in that case lcm(...)=prod(...)
if gcd(a1,a2,a3,...) is not 1, then there might not be a solution (depends on r1,r2,...)
but if k is a solution, then k+lcm(a1,a2,a3,...) is also a solution
and in that case lcm(...) is not the same as prod(...)
thanks got it
lil iffy to understand lol
i'll give an example
divisors a1,a2,a3,a4,... and remainders r1,r2,r3,r4 by this you mean multiple equations i guess?
yes
do you know mod?
n = r1 mod a1 means that n = a1*q + r1 with some integer q in the way we discussed before
ah okay that's a shorthand way of writing it
okay cool
so the point of finding if a_1,a_2, and so on is coprime is to check if gcd(a_1,a_2,...) = 1 right?
this is what gurantees that there is asolution, but it's not a necessary condition
also, are these surely solutions?
or we have to test? since you said "maybe" a long while back so not really sure
if n divided by 2 gives 1 as remainder, and n divided by 4 gives 3, there are solutions, 3,7,11,15...
we add lcm(2,4) which is not their product
if n divided by 2 gives 1, and n divided by 4 gives 2, there are no solutions
if gcd is 1 there will be solutions
right right cuz 2 and 4 aren't coprimes
ooo then what's the point of considering alternate cases?
when gcd(a_1,a_2, ...) \neq 1
when it doesn't yield solutions?
well sometimes it still yields solutions
n = 1 mod 2 and n= 3 mod 4
like frowny said
gives 3,7,11,15 etc as solutions
but when gcd(all divisors) = 1 then what you mentioned above are surely solutions?
if gcd(...)=1, then you are guaranteed to have at least one solution
(and with one solution you get infinitely many cause you can always add the lcm)
have you solved linear systems of equations before? with matrices?
i mean other_solution = solution + (7)(3) m
do these work for all m in Z?
yes
so in the form Ax=b with A some matrix and b some vector?
Yes
ok then you know that for some matrices A there will always be a unique solution (rank(A) is full)
and for some A there might be no solutions or infinitely many, depending on the vector b
(rank(A) not full)
ok then nvm, you will encounter it later
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just as confirmation lol, would this have something to do with the columns of matrix A being linearly independent or not?
We've reached there but not talked about rank just yet
which in turn kinda gives us insight on what possible vectors of b can be obtained from linear combinations of columns (?)
ah okay okay
full rank means all columns are linearly independent
right, that makes sense
(and I didnt mention that I want the matrix to be square)
or at least more columns than rows
yes
Okay nice, i'll try to come back and reread what we discussed about if i'm confused
I inferred it'd have to be square
just didn't think of how more columns than row would work though
(with more columns, full rank would mean "row many columns are linearly independent")
but not important right now
just the general idea, sometimes there is one solution, sometimes there might be one or not
for matrices it depends on rank, for these equations here on the gcd

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Have you ever tried squaring the equation?
I tried to make it a quadratic
got the roots to be
There’s a trick for this type of equation
it’s by squaring
Could you provide more insight
wait a second doing it
You’ll see it soon
notice if you square both sides the ab is just 1 leaving value of 2ab to be 2
yeah saw that rn
so you can easily calculate x^2+1/x^2
square it again
Now you know what to do if you were to encounter this type of equation again 👍
wait im not done yet i think
im still doing it
oh wait
It’s just repetitive squaring lel
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Goodluck
thanks
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Guys
If I knew the dimensions of the net itself
Could I find out, if I were to roll it, the radius of what the circle would be ?
you can't
yea theres no clear answer
using the fact that it has the same volume you get an approximation
but it's a net it compresses really well there's like literal holes
hm
but you can calculate volume with the holes in mind
...but it has that thing on the perimeter where's it not a net
so you could ignore the net in fact, you need to know the thickness of the white thing on the perimeter
get a volume of a roughly rectangular thing
then find the cylinder with the same volume
since itll share a dimension
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when applying laplace to the first term on the Right hand side is it the same as applying it to the second term on the left hand side with the difference being it is Y(S) instead of X(S)
@prisma mountain Has your question been resolved?
<@&286206848099549185>
I'm looking at it but I am not good at this
do you have a similar example that you can share?
trying to remember if we need to deal with characteristic equation stuff before moving on to Laplace Transform stuff
ok gimmie a few min
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Appreciated bro
@limber quartz
Here you go bro
could you just let me know which one is right?
hang on I'm wrapping up my work. It looks similar to what you have done on the RHS
except mine is inverted
y(s)/x(s)
I don't think it matters
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I know how to do this if I had the slope as well
But here I don't, and strangely my class notes don't say what to do in this scenario
Would it be
$y+1=m(x-4)$
undefined slope means "infinite slope", i.e. a vertical line
EDU
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.
ok
.
So how would I insert this infinite slope into the equation?
recognize this means its a vertical line
and find the equation of a vertical line passing through the point
the slope is not 4
the slope is undefined
what is the equation for a vertical line?
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solve
…
?
Did I screw up that badly?
I just need this rational equation solved
Algebra is such a pain
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is this easiest solved with comparison test?
can anyone walk me through it?
convergence or divergence btw
no need to find what it converges tio
compare to a p series
Worth guessing before anything else - do you think this converges or diverges?
Good pick. Because it "looks like" 1/n² right?
yes yes
That's the comparison. Try 9/n²
and the comparison should be pretty easy in this case
Yippeeeee
i think im just misunderstanding comparison
Well you legit just compare it to another 'function'
im supposed to compare to something similar but bigger?
for convergence yes
To see if it converges
compare it to a bigger convergent series
Less if you wanna show it divergences
ohh thats why you guess first ?
uhhhhh
Pick a side see where it goes
okay, ill try with the 9/n^2
your intuitive thinking here should be "n^2 is gonna dominate in the denom when n is large"
ok!
That's limit comparison
yeah so what they were telling you is a bit different
OH
theyre talking about direct comparison
frick man
$\frac{9}{n^2} \geq \frac{9}{n^2 + 2n + 9} > 0$ for all $x \geq 1$
So you can just use DCT
Shit
Mfw I'm a genius
wait you could use it nvm
wtf
i always get them confused
im so dumb lol
youre not
gimme a sec i need to understand that
Umbraleviathan
😶🌫️
wtf what is that emote
LOL
Me when I smoke 20 fucking packs a day
anyways just use lct here
yeah
dct could be used but the textbok says lct
ye^
an is still 9/n^2 tho right?
wait uhh
could someone explain this to me for my question at hand
Did you find $\lim_{n\to\infty} \frac{a_{n}}{b_{n}}$?
@unreal musk
Not particularly in terms of "size", as long as the limit falls within one of the ranges
You only really care is the limit is nonzero and finite, zero, or infinite
i got 1
alright
Which is nonzero and finite(!)
oo
Does the series of this converge or not?
convergess
(the answer to that will be the same to the answer of whether the other one converges or not)
yippee, tysm
just to clarify, as long as the limit is finite and nonzero, if bn converges then an converges and vice versa right
im assuming thats what the 0<L<inf part means
Yea, that's exactly what they mean 
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i must use limit comparison test, what should my bn be ?
Do you have any ideas for what it should be?
You basically want to make the numerator and denominator the same degree
id suggest breaking the sum up first
You're gonna compare with 1/n

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Where is this coming from? I tried to get to the result by multiplying both the numerator and denominator by the product of the conjugates which I assumed to be (x^(1/3)+1)(x+1) but apparently I got something wrong
diff of cubes
$a^3-b^2=(a-b)(a^2+ab+b^2)$
XxMrFancyu2xX
.close is the command 🙂
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Hello
Hello! What question(s) do you have?
I was hoping to voice chat with someone is that possible?
it used to be, but the voice channels got closed
because of issues moderating them
it's also pretty easy to copy and paste a photo in discord as well if that's easier. Just make sure that the pic is clear and visible
preferably a screenshot on a screen but photos are fine too
A hallway of width "f" is at right angles to a second hallway of width "g". What is the longest stick that can fit around the corner (along the floor)?
I have watched some videos but all they were given numbers intead of variables f and g which I think prevents me from using the same method with trig.
min/max problem
someone call me if you wanna discuss it 😄
here is fine too of course
@obsidian cloud Has your question been resolved?
yea
flat along the ground
sure
maximize for L based on the width of g and f
<@&286206848099549185>
Yes
if the hallway's infinite what's stopping you from having an infinite stick
@obsidian cloud Has your question been resolved?
Can L start and end at any position?
Or does it have to be a 45° angle form your view
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I need help with this
!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'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
1
what is the sum of angles 1 and 2 according to the diagram?
okay
that square denotes a right angle, meaning that angles 1 and 2 sum to 90 degrees
Ohh
Oh ok that makes since
So that mean
For every box it’s 90 degrees
Well that corner thing
yes
So that mean the entire thing is 360
yes
Uhh is x= 3?
yes
So I’ll have to find the angle for 3, 4 and 5
You know where I can start to find the angles for those?
well like you said
you can think of the 360 degrees being divided into four corners
5 is one of those corners
So that mean it’s over 360?
Ohh
so what's 3+4
7
yes
but you can get an exact number
the sides of angles 4 and 1 are made by the same line yes?
Yes
so they're equivalent angles
So that means 4 is 45 degrees
no
angle 3 + 4= 180
if all the angles sum to 360
360-angle 5-(angle 1+ angle 2)
= 360 - 90 - 90
= 180
well what's angle 4
what did you get for angle 1
because remember angle 4 and angle 1 are the same
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Ty
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wth
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Please don't occupy multiple help channels.
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NOA
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how do i complete this proof
what have you tried?
well it tells you to use the definition
Well ye i mean idk how to prove it with that method
where do you get stuck
you should read the definition of eps-M convergence
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how is this divergent? is 8/sqrt(n) not convergent to 0?
8/sqrt(n) converges to 0 as n approaches infinity, but that doesnt imply that the sum converges too
aw mann
@nimble iris you're confusing convergence of a series vs. convergence of its terms
how come the sum diverges?
compare it with sum of 1/n
do you know that this sum diverges?
basically yeah
yes
I would first show that it diverges iff sum of 1/sqrt(n) diverges
direct comparison wouldnt work right, because 1/sqrt(n) diverges
hi
hi
I need help with the equations of 2nd grade really
Why wouldnt it work?
since 1/sqrt(n) is greater than 1/sqrt(n)+7, and 1/sqrt(n) diverges
Oh you mean that
limit comparison should work fine
yeah, you can just compare it with something like 8/(n+7)
limit comparison always works as long as top and bottom are both polynomials & roots
and then show that this diverges by changing the summation bounds
oh okay!
to get to the 1/n sum
yes
is this for direct comparison ?
you would compare with the highest power of n on top and bottom
yep but limit comparison might actually be easier
okk
im gonna try it rn
ok yes, since the limit converges to 8 which is 0<L=8<inf, and 1/sqrt(n) diverges, the series diverges
thanks guys!
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am i allowed to say that sin(6/x) is less than sin(x) ?
Consider x=5
Asking about your attempted solution rather than your actual problem
show your series
are you instructed to use a particular test or are you allowed any you know?
limit comparison with 6/n is easiest.
do what
$\sin(x) \approx x$ for small $x$.
Ann
but it doesn't make much of a difference if you instead decide to apply limit comparison with 1/n instead.
It doesn't quite work though by mere comparison
ohh i see
i said limit comparison.
direct comparison needs you to jump through another hoop.
Nvm
could you explain to me how the limit of xsin(6/x) is 6?
much appreciated
since the limit of sin(6/n)n)/6 is 1 on desmos but i cant comprehend it
limit of x sin(6/x) as x approaches infinity, surely
yes
$\lim_{t \to 0} \frac{\sin(t)}{t} = 1$
Ann
$\frac{\sin\left(\frac{6}{x}\right)}{\frac{6}{x}}$ you started with this, right?
MathIsAlwaysRight
Try substituting u=6/x
yes
OHH
thank you guys, so since the limit is 0<L=1<inf and 6/n is divergent (harmonic series), the series diverges
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for part b)
how can I show the line L is not parallel to the plane $\prod$?
play
i know the line L does not intersectg the plane $\prod$ because of the last row of the GaussianElimination matrix in part b)
play
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Hey, I am unsure how to calculate this:
The bakery has calculated that the variable costs of one loaf of bread are €1.30/piece and the selling price of the bread is €2.90 (incl. VAT 14%). The bakery's fixed costs are €23,000 per month.
The bakery's bread sales are 40% of the entire production. If it is assumed that the same share of the fixed costs should be covered by the sale of bread, how much bread should be sold in that case so that the result from the sale of bread would be €6,000/month.
I tried like this, but it just doesn't seem right
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<@&286206848099549185>
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Please 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'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
@stuck herald Has your question been resolved?
2
pls can you send the solution iam getting 20 percent ans
chose numbers as AT = 100, FOOD = 12 AND THEREFORE ABT= 120 AND GOT 20% BCOS OF INCREASE IN 100 TO 120
WHY ARE YOU SHOUTING?
also this is status 4 (I got an answer and would like my work checked), not 2 (I have begun but got stuck midway)
my caps was on lol
sorry
anyway your work and answer are correct
but the ans shown is 17 percent
thats wrong then? because there are some mistakes in key i wanted to confirm my answer
ah, wait. hold on.
i got confused.
you kind of played a part in it too. your status was in fact neither #2 nor #4 but #3 (I got an answer and I am told it's wrong)
and you should say this kind of detail upfront
okay hold up
ohh iam new and learning these rules here
pls 'don't mind
post-tax income is 100, food expenses are 12, pre-tax income is 120, tax is 20
so tax is 20 out of 120
which is 1/6, or about 17%
it's not 20 out of 100
so the 20 is not a percent value right
its a integer term
20 is a value in some currency unit such that the post-tax income of our family is 100 units
but 120 is greater than 20 percent of 100 this concept doesnt work here?
what concept?
percent greater
???
i am not talking about any percentages.
i'm simply considering the family's incomes and expenses in terms of a unit of currency that doesn't have a name
what i did was
but is defined in such a way that the post-tax income is 100 units
what YOU did was the same thing. you took their post-tax income to be 100 units.
you are just overthinking/confusing yourself now.
100(1.20) = 120 so i considered this as 20 percent
ya totatally i guess
thanks
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why is the related acute angle of sin(350) is sin(190). shouldn't we just subtract 360 from 350 since 350 degrees is in the 4th quadrant? So sin(10) has to be correct?
wording's the other way around
subtract 350 from 360,
→ 360° - 350° = 10°
will be the related acute angle
oh yh my bad that's what I meant, but is it -sin(10) or sin(10)?
= 10°
will be the related acute angle
apply the sign of sine in the 4th quadrant to get the value equivalent to sin(350°)
is sine positive or negative in Q4?
negative
yes
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I got 245 for the non inverse but i do not know how to get the inverse
it would be the second case
5x^2 = -7 can't be possible for real numbers, so we skip that
i meant first
18 < 21 + x <= 31
In the first case g(x) can't be negative
Thus it must be the third case
so it is 2-sqrt-7?
we're not trying to find g(-7)
we're trying to find the input to g so that -7 is the result
No, you gotta find x such that 2 - sqrt(x) = -7
oh
ive been doing. itwrong
I have another question
that I do not understand at all
A/B is the same as when x=0
Look at how the function is undefined at x = 1
Meaning the denominator must be x - 1
Thus B = -1
Then consider what oLouis said, because f(0) = A/B = -A = -2 (according to the graph)
its -2 on the graph isnt it?
-1 is incorrect
when x = 0 the graph is at -2 so A/B is -2
Oh I forgot we were solving for A/B
nvm
Note that C^3(n) = 16 means that C(n) = cbrt(16)
But it can't be possible because C(n) is always an integer, it can't be an irrational number
true
think here it means composition
That makes more sense yeah
C(C(C(n))) = 16
oh i didnt think it like that
I guess you then consider cases
how are you getting 8
well C(C(C(n)))=16
so since its even
we do
oh wait
ye i messed up
so how would I get the answer then?
i recommend using something like a tree
consider the value(s) of n where C(n) = 16
and branch out
so can n be 32?
C(32) is 16
and keep going
hmm
so would the answers by 32,5?
no
that's just if it was asking for C(n) = 16
repeat this process two more times
C of these values gets you 16,
so now you want the C of the values that give you 32, 5
oh so next it would be C(n)=32
and the C of the values that give the above values
I still am not understanding
64
and then same idea for the 64
128
anything else?
21
yes
so 128,21
42 and 256
why are you going further
no
then?
you're only interested at the value at the end of the tree
C(C(C(21)))
=C(C(64))
=C(32)
=16
im still lost
you do understand function notation right?
sorta
C(C(C(n)))=16
the notation asks for this
that when the function is applied to a certain value 3 times gives 16
and such values can be obtained working backwards
32 is a value that when C is applied once gives 16
64 is a value that when C is applied gives 32,
thus when C is applied twice gives 16
i.e C(C(64)) = C(32) also gives 16
21 is a value that when C is applied gives 64,
yes
so applying C to 21 three times
C(C(C(21)) = C(C(64)) = C(32) = 16
n=21 is a value where C^3(n) = 16
i have to fin all the values of n
yes
and this is a broken down explanation of why 21, the value at the end of the tree is one of those values and NOT the 32, 64 in the middle of the tree
C(32) is 16
C(C(C(32))) is not 16
C(64) is 32
C(C(C(64))) is not 16
similarly 128 would also be one of the values you want
so for n i have 128,21
thats the problem
consider the value(s) that get you 5
idk how to do 5
the same way you obtained 32, 64, 21, 128
is there an even number that when divided by 2 gives 5
is there an odd number that when multiplied by 3 and 1 is added to the result gives 5
yes for even
but no for odd
the even is 10
i have a problem that is liek this but different in a way
different how
chuck the value in and repeat
see how many times it takes to get to 1
they're explicitly asking for the smallest as the conjecture states that this will converge to 4,2,1 and repeat
what's C(9)?
1?
28?
14
and repeat until you get to 1
then count how many times you applied C
(so far its two times)
not 23
no
yeh
or 17?
oh wawi t19
yes
thank you so much for your help
have a good day
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hello, is there any french helper here ?
In English, the problem is "let E,F and G be 3 sub-vector space, let f:E->F and g:F->G be 2 linear maps."
I don't know if the notations for (1) and (2) are international (let me know if not)
I'm stuck because I have trouble picturing the sets
@lunar tapir Has your question been resolved?
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integral tan^3xsec^4x dx
Because its a very weird expression
Closed by @quasi salmon
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Help with 1 a and 1b
Use absinx/2
whats that
does it still apply
hello
How do we do an obtuse triangle
pls help
<@&286206848099549185>
its been fifteen minutes
;-;
It still applies
Sin 30 deg
@bronze elk Has your question been resolved?
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I think you have to subtract 2 integrals here, I just don't know how to set those integrals up, can anybody help please
using the 1/2 * integral from alpha to beta of r^2 dt
i dont know how to find the bounds
@terse warren Has your question been resolved?
@terse warren Has your question been resolved?
@terse warren Has your question been resolved?
<@&286206848099549185>
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regarding minimum modulus of a..complex function
using the inequality formula
suppose f(z) = a(z) + b(z) + c(z) + d(z) + e(z) + y, where y is some constant
using the modulus inequality formula
|f(z)| >= | |u(z)| - |v(z)| |, how do i extend it to more than 2 terms, as there are...say....6 terms above.
or how should i arrange them if i m supposed to split them up
@proven spindle Has your question been resolved?
this is for lower bound
@proven spindle Has your question been resolved?
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I forgot how do
if you have an initial amount of money, then deposit more what are doing to the money in your bank account?
how to make expression?
first what operation is being done?
?
yes, addition
so we 40 dollars then deposit 10
we have 40 _ 10 into our bank account
I got
What symbol should we replace the _ with @proven flame
40 + 10 correct I finish question

