#help-10
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Is anyone willing ton help rn?
LMAO
Mb
I thought its kinda late gimme one second my computer is lagghing
Here sorry for the wait my pc is still crashing
Iโm on iPad
@unreal musk
do you have any ideas?
cbd = adb
no?
trapezoid?
<@&286206848099549185>
i figured it out
using cosine law twice
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can someone explain what are parabolas and how to solve parabola related questions?
i would appreciate it if someone couild help me within maybe 4 hours
what do you mean by "parabola related questions"?
to answer your question, parabola is the shape of a quadratic graph
imagine in an idealized environment, no wind no air no friction whatsoever, but there is gravity. throw a ball far away, the trajectory of the ball will be a parabola
ty
but how to solve questions like the pics i sent
just need a rough overview
alr
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hi
consider heights
for example u can say triangle WZP has base WZ and height P to WZ, and u can say triangle UZP has base UZ and height P to UZ
in this case, the heights are equal so the area ratios are equal to the side ratios
there are so many variables im getting lost
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hi
280 divided by 7
28/7 =?
hard question
do long division
how many 7's can you fit in 280
keep adding 7 to 7 till you get to 280 exactly or a value close to 280
or do this
,calc 280/7
Result:
40
,calc 1800/3
Result:
600
cuh why y'all giving answers
if you remove the 0's from 1800 you end up with 18
and then you have 18/3
which should be simple
and you add the 0's back to the answer
what you do is you divide 1800/100 and then multiply the answer by 100
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you are einstein
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help plsss
do you know that $$f^{-1}(x)=y\implies x=f(y)$$
Skill_Issue
nope i didnt
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ooooo matrixes
do you know how inverse functions work?
sory
all good
alright
do you know how to use this property? (btw, to derive this you just take the function of both sides)
if you have a function, then you apply its inverse to it, you get the input
likewise, if you have a function's inverse, then apply the function to it, you also get the input
if you let $(g\circ f)$ be a function on its own, using this property you can get $(g \circ f)^{-1}(a)=4 \implies a=(g \circ f)(4)$
Skill_Issue
yes exactly
oh
so if we just find
g of f
and then multiply it by 4
then we have the answer?
np
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How do you round a whole number to the hundredths place?
consider the next digit after the hundredths, round down if it is below 5 and round up otherwise
for example 3.251 would be 3.25; while 3.256 would be 3.26
The number I'm looking at isn't a decimal and the ones place has a 1 so how would that work?
what is your number?
45961
it's the same method, you look at the digit after the hundreds
which will be the tens
there is a 6 in the tens place, which means you round up
ignore all digits after the tens
so 9 -> 10, you'll write 0 in the hundreds place and add 1 to the digit before
any digits from the tens onwards will be replaced with 0s
ohhh ok ty
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yes
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Pls someone help me solve this equality for num 5
You haven't made an attempt
!show
Show your work, and if possible, explain where you are stuck.
Wait is it at the 3/4 fraction?
yep
It's like -3/4 right
correct
No need bring the constants and variables together
but you are correct
What I would do is write:
8x/5 - 6x/4 -6/5 -18/4
Oh so I can just separate them
correct. It just make simplication easier
So I have this now
The thing is the denominator is different for the like terms
What should I do
you can use equivalent fractions to make the denominator the same
Denominator is now 20
Okay give me a second
I have this now
The problem is
24 - 90
-66
Order of operation
BENDMAS
B: Brackets
E:exponents
N: Negative sign
D:Division M: Multiplication (Notice equal hierarchy)
yep and equal hierarchy for addition and subtraction
So we have the order of operations and top of that we must work left to right
Note that 1 -2 -2 does not equal 1 - (2-2)
If you want simplify -24/20 -90/20
You won't be able to do so because negative sign in the -24/20
What you can do is take - sign out using factorisation
So we have -(24/20 + 90/20)
Doing that you will get -114/20
Yep
From there it is relatively straightforward
I have this
Omg can I just cross multiply
Wait but why would I
The denominator is literally the same
you can if you want to get rid of denominator. There is multiply ways of making x the subject
Oh wait I forgot to add the equality of 3/10
(2x - 114) / 20 = 6/20
It's still correct right
Omg I'm literally stuck
correct because multiplication is defined as the inverse of division
So can I just multiply by 20 on both sides?
correct
2x - 114 = 6
yep
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can anyone explain why all values of p must be considered in combination with duplicates
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<@&286206848099549185> ๐
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Can you state the question clearly?
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I don't understand how to do part c & d
where is part d? 
Oops my bad I meant b&c
Well did you expand $(z\pm z^{-1})^2$ yet?
SWR
Yeah I got 4cos^2theta and -4sin^2 theta
You should use what you got in part a also
Yeah I used that to expand
Can you show? Because that's not making sense then.
oh
What's going on here? 
I'm looking at what's inside the brackets and using the formula from part a to expand it into 2cos theta
And then in the next line I square it
inside which brackets?
Z + z^-1
How are you getting this? Are you saying n=1?
Yeah
where did d come from here?
From part a substitute n as 1
and how does that give you d?
That's a rough 2
No matter how hard I look, I do not see a 2
but okay sure
$z+z^{_1}=2\cos\theta$, so $(z+z^{-1})^2=(2\cos\theta)^2=4\cos^2\theta$. No complaints there.
SWR
But I would next evaluate $(z+z^{-1})^2=(z+z^{-1})(z+z^{-1})$ and multiply it out.
SWR
So like 2cos theta * 2 cos theta?
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Iโm presented with this problem but the answer key says non existent when I was able to get an answer
i believe i understand that its 12/0
is it number three?
buttt what i did is i put the denominator in standard form then plugged in 0 and got 1/12
yes
and also isnt 12/0 undefined rather than non existent. i just dont get it
what is the answer?
ill also mention the answer key is slightly broken but i just want to check if i did the problem wrong or im missing something
according to the texbook
this is a review paper and it says the answer is non existent
but the answer key is a little broken because for #3 there are 3 problems to solve. whereas the key just tells me an answer for 1 problem.
ye it is unbounded
it appears like on #2 its asking for first question so im assuming its the same
its probobly meaning that it is unbounded
because both sides of the function approach infinity
yeah technically limits to infinity don't exist
cause they don't approach a singular number
but we still notate them as to infinity just for the kicks yk
oh okay...but how do i figure that it goes to infinity?
sorry im like really bad at reading how graphs work
but why do we know it goes to infinity
idk if invinoveritas wants to explain that I'm kinda intruding here
do you have a graphing calc?
nono go ahead@awsome rat
we are not allowed to graph with calculator
oh then theres another way
oh i do see we have asymptote at x=6
calc
in calc we just use lhopitals rule
Is prolly calc 1 so to recognize it as a c/0 form is prolly easiest
you wanna look at its behavior around 6
^^^^
on the left and right
so plug in a point SUPER close to 6 from the right
and another from the left
so e.g. 6.1
and 5.9
ah right
so take 6.1, you got a limit of a number divided a SUPER small number
an infinitely small number in fact
so it's infinity on the right
same principle on the left
mhm
you could pick 6.01, 6.001, etc.
wdym
for this problem you just have to know the asymptotes in the function
since on the denominator using a number x>6 but very close to it, its going to end up being a number super small
there is a vertical asymptote at x=6
like 6.0000001-6 is just .0000001 or yk infinitely close to 6 but greater
ye i get you guys
no i like to understand both the visual aspect of it in simple terms and then how to see it algebraically
i often get confused
for this problem it is a little hard to solve algibreically at least for me
i just visualize the graph in my head
yeah i try to visualize it my my head as well but like i dont realize what it should look like
for these kinds of rational functions its best to identify the asymptoe first
asymptote*
true
id like to get better at understanding the numbers so i can graph it in my head
gimme 2 secs ill show u the steps algibraically
ty
idk i feel like in math class we really just sped through learning how to graph stuff apart from basics like translation and dilations
like the x># n shit we just skimmed through
my favoraite limit calc ๐
the thing with this limit is just recognizing the bounds
wdym "this limit" ?
there are special limits
btw what program is this
and this is one of them ๐
based on what?
eMathHelp: free math calculator - solves algebra, geometry, calculus, statistics, linear algebra, and linear programming problems step by step
the sum/difference thing?
based on the asymptotes
wow, ty
tyvm
i think the key to be understanding many math concepts is simply studying graphs as much as possible
its kinda both
its both the algebra and the graphs for me
because for in my current state, graphs seem to be everything, end all be all
mhm
on tests, its the tool thats the fastest
i think id just be less confused if i just like, knew how to solve everything algebraically or could recognize things in my head fast
Assuming you have to move through the calculus'es this might come back to bite ya
idk, might need to do that over fall break or something lol
wdym?
Idk, I had a flashback to calc2 and the wacky functions you have to integrate
rip
yeah i just have to study functions very extensively
my teacher just moves too fast ๐ญ
the super smart kids in my class seem to get everything pretty fast and also think more in depth than i do, maybe even over think
i think im just a step behind unfortunately
anyway, i doubt im done using this server tn for this review, but ty for the help ya'll
Those smart kid probably already done similar things a thousand times
idk, we're just juniors in high school, they just seem to get things
practice makes progress
Thatโs why you canโt keep up with them, as you do less exercise
well, i dont think they actively apply it in their lives
but they probably are more studious than me
i still study myself, but not extensively or anything
a good study sesh for me is like an hour to an hour and a half, which i guess is nothing in comparison
i wish i had the time and motivation to take hours upon hours to master a subject
You have the time
i do sure, but school exhausts me
you can always get motivation from studying or at least being on a similar study plan as a friend
studying with friends always makes things easier
yes id like to join or find a study group, but i dont really have friends like that at school or people who do that nor can i drive anywhere as idk how to drive yet without being deathly afraid
i think that would be fun and motivational
i just am not in that position
well other than that it's just discipline, try to get into the mindset to obsess over a concept until you quite literally got it nailed down
im trying to also romanticize school
math is just burning my brain tho
thats exactly what i want to do
but im just too exhausted all the time
and not understanding my teacher during math class is so depressing and bothersome and burns my brain trying to understand everything
also my calc class is a block class, so ab/bc
lmao same I get the creeps driving places
just got my permit so I'm kinda on the edge still
yeah i just got my permit too
but like even driving in my neighborhood is nerve racking
real
anyway i totally want to get into that mindset of obsessing a math topic till i fully understand it
especially with all that talk from the people around you growing up saying a car is a weapon, you know that right?
Watch math YouTube like a mf if you want to get good at it btw
i just have no motivation yet
lol
yeah fr
Brian McLogan and the Chemistry Tutor kid coming in clutch every single time i swear
the organic chemistry tutor ๐
i love Brian McLogan tho because he makes things soooo simplified
and then organic chemistry tutor gives me step by step problems to practice
Blackpenredpen and 3blue1brown on top as well
^
sit down and do it
ill be sure to check them out
itll be like medicine
maybe bookmark
well thanks for the advice lol
probably will be seeing me again since im still working on this review i just started lmao
i may not know limits well, but im at mine.
not the dad joke ๐ญ
its very fitting for my position rn
i literally dont even want a job that has much to do with math, i just want to master it so im less stressed and so its a breeze to get a good grade ๐
and also to build a better study ethic and mindset
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what went wrong here
youre welcome
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I need help with this topic "operation of functions" like addition of functions. I really need help with this because ive been sick for 3 days and didnt know this topic. Really appreciated if helps
Are you allowed to ask for help on this? Is it an assessment?
Yes my prof says it is fine when i get struggled with this topic since i didnt know anything about this
Do you know how to add 5x + 2x
Is it 7x?
So how do i deal with the b part "f(x)-g(x)"? Do i do the same thing?
Yes you just subtract the terms of the second function from the first
How about the multiplication part? g(x) ยฐ f(x)?
ive been stuck there because it is in reverse and ive been tricky on that part
Oh how last one how about the g(x)/f(x)?
So i solve the a part is this right? I add 5x+2x it will be 7x and i add 11 and 10 so it will be 21 so the a part is 7x and 21 is that right?
And in b part i did 5x - 2x = 3x and 11 + 10 = 21
You there?
@real coyote Has your question been resolved?
correct
yes, 7x, but watch out
you added 11 and 10, instead of -10
this is not multiplication, multiplication is in 2.e
its called the composition of g and f
Oh
g(x) o f(x) = g(f(x))
Isnโt that composition?
Usually the o thing means composing, a dot meaning multiplication
Sorry ive been new to this topic
This here
Itโs ok
Composition is real easy, unfortunately I canโt explain rn cuz I gotta sleep
No worries
But in this case Im not sure what the question is asking for myself
Unfortunately Iโm not a helper or anything
Its ok
But definitely look up composition in math ๐
Okay thanks
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Hello! I am learning real analysis and am trying to prove that the set of all subsets of the natural numbers has cardinality equal to $\mathbb{R}$. Or, more formally, $$|2^{\mathbb{N}}|=c=|\mathbb{R}|$$
Eater of Bees
My proof so far goes as follows: we know that the power set of any set is strictly greater than its base, so $|2^\mathbb{N}|>|\mathbb{N}|$, and $|\mathbb{R}|$ is to our knowledge (the continuum hypothesis) the smallest cardinality bigger than |\mathbb{N}|, so to demonstrate equivalence we need only find an injective function from $2^{\mathbb{N}}.
Eater of Bees
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this approach feels a little bit immoral to me
I have a proposal for such a function, but its pretty janky and informal. It goes as follows: given a set $A\in 2^\mathbb{N}$, pick the representative such that the numbers are listed in increasing order. Then, if it is finite, treat the elements of A as a string and append them together
Eater of Bees
assign the first digit as the cardinality of A and the digit run as the appended elements of the set
if it's infinite, then assign the first digit to negative one and the digit run as the appended sequence
ok yeah so its very immoral
its a hard problem, I wasn't sure how to approach. Are we supposed to just come up with a bijection raw? I could not think of one for the life of me
I guess, now that I think about it, there must be only countably infinite subsets with cardinality $|\mathbb{N}|$, so I can assign these to the negative numbers and skip the weirdness of strings for infinite subsets
Eater of Bees
making an injection from 2^N to R and vice versa is more moral
oh, that makes a lot more sense, yeah
So then, two injections in opposite orientation
hmm. From a real number, how would I assign a subset to ensure no two real numbers map to the same subset? again, very difficult. Maybe I should come back to this once I have a more real proposal
you could look for an injection from R to 2^Q instead if you know |2^Q| = |2^N|
i think that's much easier. at least i can think of a bunch easily and i don't have any in mind for R to 2^N
e.g. ||map x to (x-1,x+1) intersect Q||
this is a subset, because every rational number has infinite representatives?
what?
wdym representative
like, aren't we mapping into the set of subsets of Q?
yes
oh, you mean, just the set containing the one element
no
$f(\sqrt{2})=\frac{sqrt{2}-1}{sqrt{2}+1}$
Eater of Bees
$f(\sqrt{2})=\frac{\sqrt{2}-1}{\sqrt{2}+1}$
Eater of Bees
no - the map $f:\bR\to 2^\bQ$ defined by $$f(x) = (x-1,x+1)\cap \bQ$$
Is this a subset of Q?
:bending_skull:
so e.g. f(0) is the set of rational numbers in the interval (-1,1)
Ohhhhh. I thought the first parameter was the numerator and the second parameter was the denominator
yeah, an open interval makes a lot more sense
ok, I'll come back to this tomorrow. Thank you for now.
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a liter is 10^-3 cubic meters
and all the other units (like Joules) are defined in terms of meters
so cubic meters are the "natural" unit for volume
meters are cool
@shrewd trench Has your question been resolved?
another question
from where did this R come from
nvm apparently it's a constant
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i might be being really dumb but
Ok
which span specifically
both of them 
idk they just did some magic for the first one
idk what im doing and waht im doing wrong but why is it those 2
second one you just stare at the matrix
shouldnt the first one be you pick the first and 4th column of the original matrix A-I
you'd have to rref A - 1 to compute the kernel
too far in the corner
oh but then (1, 0, 0, 0, 0) is col 1
is there a better view
you have to stare at the rref and figure out the linear combos
like you know the rank is 3
so you need two lin indep things to span the kernel
i thought u just pick the non-pivot columns
first column of the rref is all 0
of the original matrix
wtf it's always worked
that's how you get free variables
doesnt the pivot columns in the ref tell you which columns of A form a basis of col(A)
yes
so then the columns of A that don't correspond to a pivot column in the REF will be redundant
if you take the span of the columns of A vs take the span of only the columns of A that correspond to pivots
they'll be the same
ok but those columns dont form a basis for ker(A)
and we want a basis of ker(A)
yeah those columns aren't necessarily elements of ker(A)
the rref of A - 1 tells you the linear dependencies between the columns
you can just stare at it to extract the kernel
like the first column is all 0s
so you just take (1, 0, ...)
that'll get killed for sure
then you see that the 3rd and 4th columns are negatives of each other
so (0, 0, 1, 1, 0) works
that's your 2 vectors spanning the kernel
well
you can do it more systematically
but that will require you to write more
and i don't like writing more
you can write out the free variables and solve for the basis
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A(-5, -4) ,B(โ1, 3) , C(11,4), D(3, โ 5)
Find the area of a kite without using a calculator
,w define Pick's Theorem
See this is goated
For finding area of simple closed figures/polygons
If u have plotted the figure
@vernal lance
at that point you may as well just use shoelace
Without using a calculator I may as well use a shoelace?
Use this
lol
yes
Use pick's
thats what my teacher said too
shoelace is so much simpler to apply
,w shoelace formula
you're saying you can't multiply and add a couple 1 digit numbers
list your coordinates in order
hold on lemme grab a book
(-5, -4)
(โ1, 3)
(11, 4)
( 3, -5)
(-5, -4)
sum the products along the \ slanting diagonals, subtract the products along the / slanting diagonals
(-5)(3) + (-1)(4) + (11)(-5) + (3)(-4)
- (-4)(-1) - (3)(11) - (4)(3) - (-5)(-5)
that's twice the area of the polygon
this is the wikipedia image for how you do it
Alright
seems doable
@wild swallow do you add all of the sums together from top-left to bottom right and top-right to bottom left, them subtract them?
i've written it out here for you to check against
alright
this was the math when I asked AI thats why I was asking
because im pretty sure 80 is right anyway?
well your first mistake was asking AI
,calc (-5)(3) + (-1)(4) + (11)(-5) + (3)(-4) - (-4)(-1) - (3)(11) - (4)(3) - (-5)(-5)
Result:
-160
same answer regardless?
so it's 80
I got another question
That I thought I answered right but was apprarently wrong
A trapezium is enclosed by the straight lines y = 0 , y = 3 , y = 7 โ x , and x = k , where k is a constant.
Find the possible values of k given the trapezium has an area of 24 units2.
this looks pain i'll let someone else handle it
lmao
@vernal lance Has your question been resolved?
,calc (-4)(-1) - (3)(11) - (4)(3) - (-5)(-5)
Result:
-66
,calc (-5)(3) + (-1)(4) + (11)(-5) + (3)(-4) - (-4)(-1) - (3)(11) - (4)(3) - (-5)(-5)
Result:
-160
.close
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i forgot how you simplify 2/3 x, when x value is 3
well
like the denomintator get divided by X which is 3 right
so
2/1
and then
what.
yes
its 2
yea
what is
wjatt]
?
oleikwdj
jodifskp
DONT
WE
USE
numratators
sometimes
no
like
no
2/3 ร 3 = 2 thats it
bro
WAIT I sent my msgs its not sending
nvm'
ugh its happening again
go to 1:24
https://www.youtube.com/watch?v=QYdjQCPFdlI
like what did he do
This video provides an example of graphing a line solved for y containing fractions using a table of values.
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sorry late reply my wifi - the country is sileincing freedom of speech and slowing down wifi
gonna ping bc like i need to finish this under an hour - sorry ! ๐ฆ
@timid silo ๐
istgg
.reopen
.close
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.reopen
โ
yes
I NEED THIS PLEASE
like dont watch the whole thing
hello
just the
1:24
idk
i cant watch
OH WAIT
ok this wont work
ill jsut ask
verbally
ok so
im graphinh grade 10 linear equations
on a coordiniate plane
and in this video i have a similar equation to that
which is y = 2/3x - 4
so hes using the table chart format
so like
i think yk how to do that
Ok so my question is
how do u simply 2/3 when x = 3
bc
step by step
ur doing this right
2/3 divided by 1/3
??????/
so like
we get
2/1
so then do we subtract 2/1 with 4/1??
if x = 3 and y = (2/3)x-4 then you will have (2/3)*3-4 = 6/3 - 4 = 2-4 = -2
whats *
multiplication
2*3=6
2*3 = 2+2+2=6
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for part e, why isnโt this correct?
and how do i know how the curve is supposed to look like for these types of questions?
youโve drawn something that isnโt a function
oh yea
so how do i know how to draw it
like i could draw something that passes the vertical line test but how do i know its correct
@hoary kindle Has your question been resolved?
First of all the funstion doesnt exist for y=2
or anythign above y=1 for a matter of fact
and plus no equation describes two curves that intersect in the fasthion you have drawn
no i mean y=1
you will end up with a negative square root
which is complex and not something related to what you are doing right now
no
1=8/4+x^2
ohh that equation
but then finding the range would be easier in this case then
yes if you found ur range you would see that the funtions range is (-1,1]
and what you have drawn goes beyond y=1
ur graph should join
wait so how do u find the range
no real methods besides observe for example
u can test values
and what would help you is learning graph shapes
thats tiring
and what shapes do and dont exist
for a function which is not a peicewise funstion it will never look like what you drew
its just learning and do large amounts of graphing to get comfortabke with graph shapes
if you want to check use a graphing calculator online
yea i tried it
so if i want to find the range
i would have to sub in multiple values
to find it
@hoary kindle Has your question been resolved?
just find the values that makes it 0 and make a inequality? table (didnt learn math in english so might be using the wrong terms)
in that case x = plus minus 2
yeah and from that you can find y is negative between (-โ,-2)u(2,โ)
wait what
i sort of get it
if the value of x is anything smaller than -2 f(x) will be a negative always
f(-2)=0 and anything inbetween -2,2 is positive
so you draw the function based on that
oh yea i get u now
and you've already drawn y=-1 never happens it just keeps getting closer from both sides
and you can find the max value by taking its derivative
idk derivatives
well you can kinda guess then, you did draw the maximum point on X=0 line anyway which is correct
you just have to find the value of y
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first question
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
Show your work, and if possible, explain where you are stuck.
yh
Note that $\cos^2 x=1-\sin^2 x$
Civil Service Pigeon
uhuh
So $\int \sin^5 x \cos^2 x \dd{x}=\int \sin^5 x \dd{x}-\int \sin^7 x \dd{x}$
Civil Service Pigeon
The rest is basic algebra
!done
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when added to a quantitiy of water, 6 grams of a chemical dissolves at a rate equal to 20% of the undissolved chemical per hour. If m grams is the ammount of chemicla dissolved at time t hours, then what differentail equations does m satisfy
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Whats another way of doing B ii
Its just I dont fully understand the values im taking P(Dog), P(Wet)
P(dog) is sum of the entire row
Similarly P(Wet) is the sum of whole column
Coz for all the elements in row, eg if its Dog and Dry = 11, it is still dog.
So you count all such under the dog category(which is the whole row)
So, P(Dog) = 11+28+8 / 80
Thats 47/80
Whats the pobability of it being a dog and not being wet
I just saw the edit
Dog and Wet' would be sum of the rest of the elements (the 6 leftover ones in the table)
Coz its union
right
how could i figure out the union bit of it
47/80 + (11+8) /80 - overlapping
wait all 6?
Not 6, 4 my bad
okok
I took it as 3x3 table mb
hehe
But yea, it would be 33/80
Congrats ๐
thank you
is it normal to not understand it first hour, and then once you come back to it you just get it
Totally
hmmm
You need a stroke of inspiration, and it can come from anywhere anyplace
np
you can .close it if you want to ๐
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tyty
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I think I solved it wrong, I don't know if there is an easy way to find the distance that is furthest from the line
,rotate
is that the original ques?
Just the above, the drawing and f(x) and g(x)
I did the rest myself
The area of the triangle is 1/2 base times height
So I thought if I could rotate the graph the same slope as the line I could see where it has the greatest height
I don't know if there is any way to do it
it's correct i guess
But subtracting the parabola from the straight line gives me the vertical distance and it is possible that the most optimal distance is diagonally.
So I'm doubting if how I did it in the image is correct
but if you geometrically if it goes diagonally the base length would also dec
which would result in dec. of area
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Is there a software or website for graphing modular surfaces in 3D? Im interested in complex analysis
<@&286206848099549185>
blender
Addition and subtraction represent translations on the complex plane. In this video we first go through the basics of adding subtracting complex numbers. A process that works as you would expect if you treat "i" as a simple constant. Then we start investigating adding simple constants to some functions. In the process we discover learn more a...
sure thanks, is that what most people use?
some ppl use tikz
it's famous
is it possible to create a website where visitors can graph functions without coding?
if it is then it mustve been made already
google it
someone on reddit would've asked it
dont think so

