#help-0
1 messages · Page 776 of 1
x^2 is 9
9 over 3 is 3
oh nvm
in the 4 over 3 i multiplied by 3 which is wrong and i need to multiply by -3
so it's -1 right ?
f(-3) = -1
yes
less goo
"A horizontal tangent line is a mathematical feature on a graph, located where a function's derivative is zero. This is because, by definition, the derivative gives the slope of the tangent line. Horizontal lines have a slope of zero. Therefore, when the derivative is zero, the tangent line is horizontal." It's from google
"A tangent of a curve is a line that touches the curve at one point. It has the same slope as the curve at that point. A vertical tangent touches the curve at a point where the gradient (slope) of the curve is infinite and undefined. On a graph, it runs parallel to the y-axis."
it should be clear if you know equations of horizontal and vertical lines
the slope of a vertical linne is undefined right ?
yes
the answer is gonna be equal to -1 if I am correct
yep it is -1
oh okay thanks
does anyone have the classification of real numbers
so integers whole numbers fractions ratios and so on
N < Z < Q < R
In my book it goes like this
Z already has 0, though.
N<W<Z<Q<R
but it has negative numbers
you could say that for Q too 🙃 "Q has Z tho"
what is supposed to be the difference between W and Z
Same thing just added the set "W" which is for whole numbers
whole numbers are not a real category
its for elementary students I believe
Z has negative numbers and postive numbers including the 0 but w doesn't have the negative number it just has 0 and all the postive numbers
I'm interpreting this as "W is Z but with 0"
yeah
W starts from 0 but Z starts from negative
W is N with 0
There are different notations for this.
I think Z starts from 0 but goes 2 seperate ways which is postive and negative
In my country, N = W, and N* = N
ayo
ig thats more right yeah
Does natural numbers start from zero?
no
Or one
1 to infinity
no
we work as Neutral numbers as "C" and the Whole "N"
N is all postive numbers so 1 to infinity
Natural is 1 to Infinity N
Whole is 0 to infinity W
Integers is - infinity to + infinity Z
Rational is of the form p/q Q
Real has everything including irrational R
Complex has complex numbers C
Complex numbers?
So natural numbers is basically the set of positive Z
yes
?
no its Counting
Alright thanks
does real have I ?
i see
complex numbers are of the form
z = a + bi
where a and b are reals
and basically all numbers come under complex
so if a number/variable encounters an "I" it's considered complex numbers ?
Is there a bigger set than complex numbers😂
universe
how tho?
Quaternion Ig
isnt irrational can be represented on the number line
root(-1) is not irrational
so isnt it subset from R
its complex
yep beyond complex numbers only 2 more sets
Right
Really?
mb
yeah
Which are?
There is something called Quaternion which might interest you I mean just look up the definition might be enough
Lmao didnt know such sets existed
might aswell introduce the 196,882 dimension group then
everything after real numbers get weird
I actually dont have a clue where they are useful at all
wait guys for these functions, r the areas where they intrsect the y and x interecpt? No right?
imo after complex
i dont get you
thats for sure a lot of dimensions lol
where they intrsect is neither the y intercept n x intercept right?
Haha
yup I mean
The greatest thing about math is Math is weird
they dont intersect any of the axis so obviously they dont
Math is just fun and beautiful
How can you even comprehend more than 4 dimensions
you cant
Yeah ik
metaphorically you can
this stuff is mostly used in optimization of stuff if I am right
hi
I actually just watched a video of "Veritasium" showing that the c which is the speed of light didn"t exaclty get measured the one way speed rather its the 2
But we can still say pretty neat things about these kinds of things, by generalizing notions on 3D
well you know time but its not real time is an illusion
it was a very interesting video
help
sorry to dismiss you but this is #help-0
right mb
Check if they have green eyes. Ask the school guard to let them go.
Wait wtf
😂
Indeed, in order to measure light speed like that, you'd need an instrument that can signal faster than light
?which is impossible nothing can have more speed than light
exactly, therefore we cant be sure if the light goes in all directions at the same speed or not(gotta stop there cuz its the question channel)
if someone hears the thunder after he sees the lightning by 10 seconds it means he is 3,43km away from the lightning right ?
Can anyone solve this?
-3^3 is -27
Don't crosspost.
yeh induction is also fine
would I be able to solve for theta_L if there are two instances of it?
Is this right guys or did I mess up in smth?
may I get help?
send your question and if someone can help, they will try to solve it
So do you know what the mean and the median are?
no
Mean: Mathematically. the mean can simply be defined as the list of numbers that are used to describe a central tendency. The method to calculate mean is simple enough, the variables need to be added and divided by the number of items in the overall sample. Assume a data value, say x1, x2, … , xn
So, the formula for calculating the mean is given as:
Mean = (x1+ x2+ … + xn)/n
Here “n” is the total number of sample items.
Median: Median, on the other hand, can simply be defined as the number that is found in the middle of the set. Median is an essential quantity that can be used for separating the available sample into two; the higher half sample, as well as the lower half sample, can be procured in this method.
To proceed with the process of finding the median of the given data, first, arrange the given set of numbers on the ascending order, and then determine the middle value from the centre of the distribution. This condition can be suitable if we have an odd number of observations. But, in case of even number of observation, there is no single median value. So, in this case, add the two numbers in the middle and then divide it by 2. The obtained value is taken as a median value.
what the
Mean=average
now you just have to do the median
wouldn't it be pm?
which is basically lining the results up in order and finding the middle number
if there are two middle numbers you add them up and divide by two
yeah i checked the median
but not the mean
so if you're confident with the mean then yes
isn't the median the same in both?
its the middle number
the median or AM is 75 the median for pm is 50
you have to verify yourself man
BOI ur right ngl
well the higher mean is AM and the higher median is AM
sooooooooooooooo
.
ayo brother
can i lemme know if I got some of these right
u
aight real quick
but i got my own homework to do hahah
i messed up on 4, i fixed the +'s and made it ,'s
wait i mean 1 is right
is 2, 3 and 4 right?
whats missing in 4?
so add all the ones from q3 and then put a single number
so 1+0+81
is 82
instead of writing the whole equation just put down a single number like you did in q1
oh so add it together?
yeah
78?
ye
nah man i gotta do my own work
pain
lol
From a box containing 4 dimes and 2 nickels,
3 coins are selected at random without replacement.
Find the probability distribution for the total T of the
3 coins.
what does the capital T refers ?
i think total?
oh ok
how do I solve this kind of equation
is it second order ordinary diff?
r^2+r+ g * angle = 0
what does it mean by find the equation of the x axis?
the x axis of what?
x axis is the same for everything
?
The x-axis is an object, not a description of something else
what does it mean then by find the equation
ok putting it this way, u see the x axis, the x always changes, but something is always 0
can u think what what something is?
no
t why did you delete ur message
I was recollecting my mind
ok
so when they say x axis, they mean the coordinate plane right?
ya
ah ok
Hi guys, how do I find this?
I think the answer is y=x--5 but I didn't use any specific formula to find it
since I just experimented
Parallel means that in function y=ax+b both functions have the same a
So you need to find a function that is y=1x+b that also includes a point (2,7)
is there a formula or substitution i need to do in order to find it?
substitution
what would I need to substitute in order to find it?
dont channel hop
ok so u know equations of parallel lines have same gradient?
yeah
the answer is k(2x-2y+10=0), k is a constant
we can have multiple answers
this is one
thats it
if it is wrong please tell me
i know that since they are exactly parallel that they have the same gradient but i still am unsure on what to subsitute
ok cool so what can u establish already about the equation of the required line?
dude just go with the relation of if two lines are parallel, the ratio between the first two co-efficients are equal but are not equal to the ratio of the third constnat
we cant have multiple
it has to pass through 2,7
aah yes but still what i gave will be correct ig.
yea yea ik ur method
i mean the answer i gave
i find mine easier to understand tho
ok
with explanation please
i mulitplied the first two coefficients with some constnat, then substituted 2 and 7 in x and 7 in y and found k.
what should we do there
is it an equation or should we simplify it
ask your question like an adult please.
simplify
lol
ok fine then
take the LCM
Study Exercise 3:
Given a₁₀ = -47 and a₁₅ = -77, find a₂₀
how do i find the difference for this
is there some formula?
(another discussion took place after i sent the same message in questions 1 channel)
is subtracting by -10/4 the same as subtracting by -2.5?
uh yea?
because if subtract 6 by -10/4 I get 3 1/2 but when I subtract by -2/5 I get 3.5
3 1/2 does not equal 3.5 tho right?
it does...
3 times 1/2 is 1.5
oh wait it's plus?
yea?
wait brain fart
lmfao
Uhh... Can someone give me the solution of this question and show me how you got it?
8/6=m/12
m=16
uhh
find scale factor or do what @alpine sable whichever easier for u
Thank you!
Thank you!
please dont give out wrong answers but since this looks like a test I'll pass ||you took m/12, and m is not the length of any side of the shape, its a fraction of it|| ||another thing it should be 6/8 = m/12 considering logic, and not correctness||
oh right it is wrong, i glanced over it and I didn't realize that the 12 counted that whole side mb
@hard bloom
Yes sir
read the above
Yeah i realized that when i typed in the answer, i doubled checked and it seemed odd but i also came up with 16 because he said i could do m/12.
ah nah its just maths online, they give us that so we can practice working on maths
if it is, my hints should suffice ||probably try substracting lengths||, if it isn't well idk
anyone know what the inverse of a factorial function would be?
or if there even is one
if this channel is free imma just post my question
i basically need to find an and bn for this furier series
and im kinda stuck on the part of solving the integrals
i do not know if im supposed to make this series have x be in [-1;1] or just to do it
the things i do know are omega, the period, and the fact that f is an uneven function
I've been working on this question for quite some time and I can't seem to figure out how where to go next
After I finally simplified my question to
`x⁶ + h³ + 3x²h + 3xh²
hx`
I was unsure on where to go next
What should I do?
I will use h in place of delta x simply because it's easier to type
((x+h)^3 - x^3)/h
= (x^3 + 3x^2h + 3xh^2 -x^3)/h
= (3x^2h + 3xh^2)/h
= 3x^2 + 3xh
If you then take the limit as h --> 0, you will get 3x^2.
^^^^^^^^^^ you're missing a bunch of these
Thx for letting me know :) I almost forgot it
You're tripping yourself up by using arrows, when you really should be rewriting the entire line with small simplifications, and doing rough work to the side
It's a problem when you are at the bottom of the page, and have to look at the top to figure out what you're doing. That's a lot of work that can derail you
What happened at this part?
I'm not sure how you got rid of some of the h
@fervent anchor
Also thanks a bunch.
I can see alot of the mistakes I made.
Yeah, you're right. In the future I will work my problems out that way.
Its easier to trace back what I did that way and correct errors
Cancelled h from top and bottom
I mostly added the arrows to make it easier for others to follow
Ahhhhh thanks
I don't know how I didnt think of that
Morning brain
haha
That cancellation ends up being what makes the limit easy - it gets rid of the hole in the graph
Because I wrote my work in such a way I missed that the second function is negative
Im taking that advice to heart
Thanks.
"easy" meaning you can do this algebraically
Not necessarily saying that this is easy to do haha
When is the discriminant used?
I know it’s to like find how many solutions for a quadratic but I don’t know when to use it or what it gives
so like, you are asking how to use the discriminant to find the number of solutions?
@pale cloud
No like if a question say there’s one solution and ask me to find c
do you have any problems specifically that you are struggling with?
this doesn't really involve any knowledge about discriminants
let me ask you, do you know what y=c looks like? like is it a horizontal line or a vertical line?
Using the discriminant, it gives me this questions answer
It’s a horizontal line meaning the point touches the x line
What
Yea
no, that's not the answer.
so y is a variable?
i thought y was a constant lol
and please do not give away answers.
no, that's wrong, you aren't said it touches the parabola on the x-axis, but on some other horizontal line.
the line doesnt exist
so once again, this doesn't involve any special knowledge of discriminants
….
because the only line that touches one point of the parabola, it is the y-axis, but it is given that the y value is a constant
But I’m watching a video and the guy used discriminant
can i see what they did? clearly there is a method that doesn't involve any knowledge about discriminants and the number of sols
hey al3dium
but if they have one method that does involve, you are free to use it guess. but that looks like overcomplicating
let me see
hey it is simple infact they were just finding the y value
but they gave y=c is a line
which is weird as
if y is a constnat
then the line will be parallel to x axis
What are u talking about “y constant”
so it should touch paral bola at 2 points
I don’t even know what that mean
they stated in the question as y=c for some constant c
it means
y is not a variable
it is a constant
Yes it’s the y axis why
no the y axis is x=c and y being a variable
if y is constant the line is parallel to x axis and if x is constant the line is parallel to y axis
only in direct relations like y=mx
..
i mean yeah, you can use what they did, but essentially you can just find the maximum of the parabola, since it will be only point that it will only intersect once a horizontal line
But why did they did that
what they did is more of around-the-corner solution but i guess it's good
where did i say the opposite?
wait so you are saying the parabola will have a point that is not 100%smooth
okay, their method is rather unintuitive but if you insist, let me try to explain what they did
well in calculus terms it doesnt sound weird but yaah it is weird, it is like corner point of a circle
just mentioning there is a much more intuitive approach to it
x + 1 = x
Find x
x doesnt exist
so they essentially thought, the parabola y=-x²+5x touches the x-axis once, but as they are looking for when it touches the y=c, they "added" a +c in the original parabola so that they can find instead where that original parabola hits y=0. which if you think about it, it's just the same problem, but just manipulated into a new one with the same solution. and now is when they use the discriminant knowledge, as they are trying to find where y=-x²+5x+c hits y=0 once, and that once tells us that the discriminant=0, so they just solve the equation discriminant=0, where they find c.
@alpine sable please stop giving away misleading info.
ohh sorry
i just shared what i k
but again, this method is rather unintuitive and wouldn't recommend it
no malicious thought
Then what method is good?
can you just ping what wrong stuff i just said so i wont say it again, i am not joking
no method isn't "good", just that their method was unintuitive, what i mentioned above is rather intuitive if you know simple knowledge about parabolas
here
How do u find the maximum
do you know about $x_{\text{max}}=\frac{-b}{2a}$
Al𝟛dium
Yes that’s the x coordinate of the vertex
well then, if you find that coordinate, you can plug it into y, to find the y-value of the maximum, and hence the value of c
Do it work for other problems like this?
Is there any key words that I need to know in the word problem to use this formula?
the reason is a simple as, note that the only point where a parabola can be hitten once, it's at the maximum/minimum, so that's what we are looking for.
What if it’s hit twice
it is the maximum if the parabola faces down, minimum of it faces up
you are not getting through the point i'm trying to make, the problem was talking about hitting the parabola once, and that only happens at the max/min
there is no other point that can be hitten once with a horizontal line
Yeah I understand
yes sorry kenny i completely forgot that parabolas have a vertex point of turning
Every time when a parabola hit once, it happens at the max and min because there are no other line for it except y=x?
And since I’m trying to find that, I need to find the maximum or minimum?
yes it is like the perfect tangent of the parabola exists there
it exists in other places too
but you dont have to you know
do any approximations
Is this problem a maximum or minimum
Or do it no matter
I just need to find x of the vertex and plug it In to find y
well normally, if the a value is positive then the parabola faces the positive side of y axis
then this value will be the minima value
if the a value is negative then the parabola faces downwards so then this value will be maximum value
no no listen, if it faces up, then the least value on the y axis
will be the minima value
if the graph faces down then the vertex value will be the maximum
of the y values that exist
No if it’s pointing down it’s the maximum and this is the graph
That is pointing down
yes i said the same thing right
maybe i misunderstood
I meant to say the a is -
So do I do this? Al3dium
what do you mean with the last part you wrote? also be careful, i'm talking about horizontal lines, no other problem will have the same strategy, what i rather recommend is to have all the tools about parabolas, and have a good intuition about them and about the problem.
and please be careful, every time when a parabola is hit once with a horizontal line, it can only possibly happen at the max/min
let me show graphically
How do u know that one point is intersecting the horizontal line
,w plot y=-x²+5x & y=6.25
look at this, if you try to draw any other horizontal line to cut with the parabola, it will intersect twice other than at the max
Yeah so there will be 2 roots
if you disagree, try yourself to draw horizontal lines, you will eventually notice it
And y=c is a horizontal line right
i mean, yes but that's beside the point i'm trying to make, roots are only used when y=0. but in this case, we were talking about y=c not the y=0
yes, but not necessarily y=0, which you seem to be obsessed with
Y=0 mean the horizontal line is at the x axis right
which is exactly why the discriminant knowledge doesn't really helps us here
But y=c is something different
yes
yes any function f(x)=c where c is a constant is a horizontal line that is parallel to x axis
yes as well.
So the horizontal line of y=c is somewhere else and we don’t know
So we need to find it by finding the vertex which is where the point touches
Or intersects?
yes
where the point touches once the horizontal line
yes
What
he saying that only at the vertex it is possible for a horizontal line to touch the parabola once.
Yes
So it touches y=c once
And we need to find the vertex so we can find where it touches
yes y=c is the horizontal line, and this line touches the vertex once.
touches once, be careful.
yes
touches ones only
And the touching part is a y value so to find the vertex I need to do x=-b/2a and that give me the x value of the vertex so I need to find the y and that’s my answer
yes.
see bro, any line touches the parabola ones, but for it to be a parallel line to the x axis and touch the parabola ones will be the vertex.
If it touches twice then it will have 2 roots meaning it’s just 2 points and just find the 2 x’s right
thats why they stated the line is y=c
Idk what u mean

i think you are getting confused due to me
no, that's what i'm trying to get you through, we are talking about y=c, not y=0, so the knowledge about the roots doesn't helps.
i will stop speaking
Yes I know y=c now but what will it be if it touches 2 points
it will be a linear function
if it is a straight line
dude you are of which grade
just for the sake of simplicity in explaining
I’m 12th
which country
then we will have infinite solutions, since there are infinite horizontal lines that will touch the parabola twice
for that particular y value only, for any y value you will have only 2 solutions
not only for 0
what are you saying?
😭
dont cry chill out dude
What line to touch twice at that y value is what I think he is saying
can you tag the message you are replying to
hello
Whattt are u guys saying I don’t even know what we are talking about
@pale cloud the problem you suggested about a parabola that touches y=c twice will have infinite solutions, if you imagine it in your head, you can make infinite horizontal lines that will touch twice
dont mess it up just listen to aladin guy he is explaining well
But u show it only touches the point once so what do U mean infinite
Yeah since both sides is going down and the lines could be everywhere
Any*
i think you are getting the point but you are explaining it weirdly
Wait let me draw a picture of what I’m thinking
,w plot y=-x²+5x & y=2
,w plot y=-x²+5x & y=3
this can keep going on forever.
well you have only 2 solutions for every y value right.
all these are touching twice.
please say yes.
can everyone else please don't interrupt me? i feel like we've already been clear that any interruptions will confuse more kennyy.
@pale cloud yes, you can see that we can make loads of horizontal lines where it touches twice hence we will have inf sols
well you can't find the solution since you have infinite solutions, and hopefully you understand that you can't write them down
Ohhhh
So I will never see a problem that require me to find 2 solution because it’s infinite?
If y=c
i mean, you can find one, and answer with "infinite solutions" but that's all
Ohh okay I think I get it now
So back to this one
I want to explain it to make sure I know what I’m doing
alright.
but i have to go in like a few minutes
if i don't get to answer you now, i will eventually
or anyone else can answer too
So in this question y=c and the parabola touches the y=c at exactly one point so it means that I need to find the vertex since it touches at one point so I do x=-b/2a to find the x value and plug it into y and I get my answer
Yay tyy
you're welcome.
what is the function for the orthogonal line to y = 3x + 3
can u help me @alpine sable?
i am sorry but can you just say what are ortho gonal lines just asking.
@alpine sable
hey
dude dont send those stuff here
2 lines that when they meet each other, they make a right angle
ohh thanks
but the line you gave is a linear one
yh
so then it has infinite orthogonal lines right
no
i got a similar result but i just wanted to check
what is the function for the orthogonal line to y = 3x + 3
can it be -1/3x + ]-inf,+inf[?
can anyone explain how does a linear function graph line not have infinite othogonal lines
$ x^2 + y^2=4 prove that: y^3 /frac{d^2y}{dx^2} -4=0
bruh idk how to use it brb imma type it
can someone help me with this I can't get it to work
diff calc
what have you tried?
I did get the y'' but its no where near the R.T.P
I can write it and send here
my attempt
note that y' can be isolated from your first derivative
@gray isle, can you write it like this: y = -1/3x + ]-inf,+inf[?
Or is that notation weird?
notation is weird
how'd you write it?
y = -x/3 + b
where b is in the reals
real numbers?
yes or (-inf,inf) or ]-inf,inf[ or equivalent representation
okay
well yes but I do not see where its gonna help, Isn't the derivative coming from both should be the same?
that y' can be subbed in to your equation for the 2nd derivative that also contains y'
which allows you to simplify
oh so I should try substituting in 2nd dev with (2x/2y) not the y' itself?
the y' if isolated equals to 2x/2y
also y' != x/y
yea thats what I meant
unless i really fked up my algebra, the signs in the question seem wrong. can you double check Mosh
Hello, I suggest to multiply by y^2 on both sides in the last equation
yeah should be +4
cause y'' will have -(x^2+y^2)
Calculas😮
whats the question here
a miserable attempt from me to solve this
but it seems that I need some break cuz clearly I cant focus getting to solve it lmao
It became more terrifying than it is
Oh sorry, notice that (y^2) * (y')^2 = x^2
take it one step at a time
@vivid fulcrum infinity?
clearly not.
nah
Prove me wrong
it says digit
i dont think so
because the question impleis its a digit
so it's an element of Z_10
implies*
I have a question
@still spruce Question away you must
Its a probability question
shut up if you're going to promote rule breaking.
Triggered
channel is in use, ie you cant post here
use a different channel
I have a 1 in 95000000 chance of getting the green light, everything else is red
channel still in use.
and i get 95000000 tkaes
Im sorry

LOL
im not quit sure but i guess it has smt to do with the i^n thing
you're talking like Yoda lol
Exactly
AHAHAHAAH
And @glass lichen is triggered that I just talked like yoda
the question should've been to prove
$$y^3\dv[2]{y}{x} + 4 = 0$$
continue from:
$$2x + 2yy' = 0$$
and first isolate $y'$
ℝamonov
Not triggered, just annoying when you have idiots promoting rule breaking

- trolls
Still anal about the rules.
😂

so first of all its +4 not -4?
yes
yes
ill try to substitute again in the last one
and you can sub that in to what you had earlier,
alternatively you could differentiate this again
in this case should I substitute in y or y' or y''?
y is y
sry the last 2 only clearly y doesnt have y'
y" is y"
you're next immediate goal would be to get an expression for y" or y^3 y" in terms of y
sub your y' with whatever y' is equal to
in which step exactly in the 1st dev I got or should I get the 2nd dev first then sub with the equal to y'?
... do i have to repeat myself again?
your second derivative has both y" and y' in it(which you don't really want)
you can get an expression for y' from your first derviatve
okay got that
sub that value into the equation involving your second derivaitve
understood
after doing that, that equation won't have y' in it anymore
only x,y and numbers, (which you DO want)
This is how you find the second derivative of any parametric functions
100x84239y.3-344x-3e-c3
my teacher taught us the wrong way to solve derivatives and I basically got a 65% doing the right method
just ask your teacher before submitting
100x84239y.3-344x-3e-c3
Wdym?
i need tutor help pls :( i have no time to do after school
last digit of 6^n is always 6 and 1^n is always 1 should be enough
Thank You All! @gray isle @glass lichen @fervent anchor
I was trying some variations of frensel integral, and I found this using desmos
Can someone help proving it?
I have tried a lot, by solving both indef and def, but no progress
It's not a u-sub right?
The indef integral involves polylogarithms, and I'd like to avoid that
I don't think so, I have tried many elementary subs
The problem is the discontuinity at x = -pi/6
It's not a u-sub because a u-sub will require their to be another function outside of the function. Which there isn't so u-sub is out of the question
I have also tried tan(x/2) = u sub, but didn't get anything
pls don't spam
At this point have you checked if the antiderivative exists?
I’m not spamming
go to #help-1 pls
Why
so that we can use feynman?I didn't get you
<@&286206848099549185>
(reposted)
,w integrate ln(1+2sinx)
,w integral ln(|1+2sinx|) from -pi/2 to pi/2
why am i retarded
Don't worry you're not the only one
He's not the only ass that really stinks
I would like to create a little contest to see who can solve this the fastest, this is just contemporary math nothing crazy
and there is an ln() also lmao
Seems like no one wants to participate

Or they aren't intrested
Or cause that isnt the point of the help channels
But what if 0 was equal to 1
That im aware no algebraic structure has the same additive and multiplicative inverse
so that'd never happen
U are wrong i think
Ok, prove me wrong then
Ok
Its good until you think that you are the only one to think it
0+0=1
no
then you'd have 1=2
Lol I expected better
Hm
so your system is just 0
Doesnt seem like a problem to me tho
so 0 cant be equal to anything else, contradiction qed
But
Hlepm me i am in the 7th grade 🙂
If it was
can u help dray
Option 1
plz..
THX
Yes he will be helped
Damn, 2 people back to back not knowing how to help 
Calculus is literally false tho
It isnt
Newton was probably drunk
You don't give out answers here
High on apple meth or smn
Ok, finitist spotted
What is a finitist
rejects the concept of infinity
I dont
so why is all of calc false?
Hmm
Goal of the server is to teach people concepts, not give answers
Ill have to think a while
too bad
Dumb idiot newton didnt write it in a day he took a bunch of decades so give me a break
Thanks, but don't you think you should tell @alpine sable too? because he gave the answer here too
I mean it was literally a 1+1 question
wow, developing an entire branch of math takes more than a day of thinking, I had no idea \s
the more you know
But you told him option 1, which is the answer
I spit on newton
You did it too, so you're not really in the position to condemn
Here comes Anal mosh to the rescue. lol
Not my fault you cant follow rules 
What is this nonsense you are saying?
@alpine sable you're close to a mute
I AM LITERALLY DISPROVING CALCULUS
Ok
But if 1+1 is 2
Shouldnt 2+2 be 3
On discord?
oh boy...what is happening...
unless you have some fucked up definition of +
It's 0, what do you expect? 
I think we should burn all of newton's work
@alpine sable i think you're a troll & should soon stop this convo
no, don't encourage further convo from them
@sly mantle hes provoking me now
Ill tell him in dms
you will not
U all gonna miss out on some revolutionary discoveries
b&
i hate s&
Damn, now I won't get to see the attempt at disproving all of calc 
@sly mantle Did we just have a dreadful encore of Twisted Karma?
encore means repeat, which i hope doesn't happen
That definitely happens sometimes, especially when the question is rather difficult.
@sly mantle So this hasn't happend before?
I've taken my shot at helping some people on here, but I've been stuck a fair few times.
not in the same day
ok
it was 25+(-25)
Oop😅 sry
Ah, I didn't see the context
are these problems considered hard for someone in 11th grade?
It is highschool algebra, but they are certainly a bit more involved than typical problems.
more so it's just bigger questions as opposed to difficult concept
oh ok thanks!
Speechless😞
why?
It's tedious for the very sake of being tedious
computational difficulty as opposed to conceptual
I have my feelings about this decision with designing problems.
||so I take a break to go munch on sth and I miss the origin of the great calculus disproving?...||
I'm trying to find the distance between one corner of a cube and the middle of one of its faces
I know the first image is inccorrect but I can't see how. Geometrically they both look the same to me and I don't understand why the value of produced"R" is different for the two methods
Yea, you just added wrong
Both answers are correct. But s^2+1/2s^2 should be 3/2s^2
.itsjustnai
I have to check the convergence or divergence of this,
I used the ratio test and I'm getting 0/0. is that a valid case for convergence ?
First, probably a good idea to slow down a bit. What does the fraction converge to?
Hopefully you can see it immediately
1 ?
correct
Okay, now here's the thing. If 1 aspect of the sum converges, then the other one must converge in order for the entire sum to converge.
Note a sum converging, does NOT mean its parts have to converge.
Okay, now the question is does tanh(n) converge?
umm so if I use ratio test on that it becomes
tanh(n+1) / tanh(n)
limit of tanh approaching infinity is 1
so that converges to 1
It sure does!
So we have two converging pieces, 1 and 1.
Now the limit of the a sum is equal to the sum of its limits (provided they converge)
So we have $\lim a_n=1-1=0$
dackid (jump king +)
100% correct
Niceeee, thank youu 😊
Happy to help 🙂
-5i(1/8i)
Tell this question
a+bi
Complex number
@alpine sable
??
Telling it not ?
Not conjugate
Just real and imaginary part
Is this from a book?
Just tell
Tell answer
I can't
Why you dumb
Because I don't understand the question
You all are dumb
Watch what you say
😂 What the hell
This is not helpful information at all
The information you are giving us is not helpful, and please refrain from using insults
What
I told
Full question
This is from complex number a
Express that following question in the form of a+bi
-5i(1/8i) rationalize
Now that's a bit more helpful
That is the question then -5i(1/8i)
Then just saying complex number
Well, took you a while to finally tell the question
But not in a very clear fashion
You wrote it down wrong
i^2=-1?
this is the complete question?
The picture is
That is just 5/8
Yes
Multiply them
Like example 2 is just 5/8
K thnx
I mean, hopefully you know how I got there
But it is quite straightforward I mean
(5/8)+0i if you need it in that form specifically
Nani
Yeah real part is 5/8 and imag part is 0i
Did I pass
Yes
Are helpers like trained professional mathematicians or are they just passionate volunteers ?
😂
@deep quiver the question wasn't complete
Now completed
you will find some of both
Check my dm
They are a bit rude, ik
He or she ?
Btw) use (a-b)² = a²-2ab+b²
They
Stop pinging people
ˆ
..
@deep quiver watch your attitude toward others
the latter
@maiden holly I tutor math as a side job. Here I volonteer, it helps me keep sharp
ah icic
<@&286206848099549185>
Did you just @ yourself
@stuck jolt as a helper you should know to use the ping after 15min pass with no reply
Tbh, I did not even know that
Read the rules lol
the rule is mentioned like every 15 minutes
Anyways, what is done is done... Does anybody have an idea on how to do this?
No clue
Nani did a helper just break a rule lmao😂
Lmao, tbh I did not even know that it was a thing
Haha
captain can you pls help?
@slender girder pls use an unoccupied channel

