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What might it feel like to invent calculus?
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In this first video of the series, we see how unraveling the nuances of a simp...
U do A level?
its the first video in a course, but he explains things well along with the underlying concepts so i think you'll enjoy it
https://www.youtube.com/watch?v=XOUwIdufY9Y
here's a good blackpenredpen video for integral practice; he has quite a few others on calc and is generally a great channel
Learn ALL calculus 2 integral techniques u-substitution, trigonometric substitution, integration by parts, partial fraction decomposition, non elementary integrals, trig integrals, reverse power rule integral addictions. For more integral practice, check out 100 integrals https://youtu.be/dgm4-3-Iv3s
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Im not really sure what that is ππ since its not really here in my country
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@ancient hedge
np
by typing .close
Hello i watched the video and i get how to solve it now thank you so much guys
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Hi i wanna ask,
The original question in bahasa indonesia, here the translate:
Purchasing a bag will get a 30% discount, while for shoes it will be 10%. The initial price of bags and shoes is the same, namely p. The amount of money that must be paid is cheaper... than the initial price.
(Note: all percentages are against original price)
A. 30%
B. 40%
C. 50%
D. 60%
E. 70%
What i already do:
P = same for 2 item,
Let say P = 100.000
100.000 for bag
100.000 for shoes
So bag 30% = 70.000
And shoes 10% = 90.000
So,
X/100 * 200.000(from p multiply by 2) = 160.000
X is percentage i get 80%
100% - 80% = 20%
Original question
I get answer 20% but they say the right answer is 40%
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I need help
It is in geometry
With similar triangles
I just need to find z on question 28
<@&286206848099549185>
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I need help with this
@silk steeple Has your question been resolved?
i know it's tan right
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need help w this
You can factor the denominator and use partial fractions
thats what i was thinking
but factor how
ahh
ok i was subbing in x^3
and this too
i always struggle w these type of questions
cant we just factor here too?
yeah
then, decompose into partial fractions
yw
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@hard mountain Has your question been resolved?
import numpy as np
from numpy.linalg import inv
A = np.array([[1,2],[3,4]])
b = np.array([6.0,6.0])
Ad = np.diag(np.diag(A))
Al = np.tril(A,k=-1)
def SplitSolve(A,M):
N=A-M
invM=inv(M)
x=np.ones(len(A[0]))
for i in range(1000):
x=invM@(b-N@x)
print(x)
return x
Jacobi=SplitSolve(A,M=Ad)
Apparently Jacobi method doesn't work for any non-singular matrix, but for matrices that strictly diagonally dominant.
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yo
im on a redemption and ik its not 100 or 50
if i get this wrong im cooked
i fr need help
each part of the chart is 25%
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@alpine sable you can always close it yourself, too
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can someone explain how I get from the second equation to the general solution in terms of u and v
ive tried all sorts of ways of manipulating it and i cant get to the desired form
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@crimson spire Has your question been resolved?
read and analyze:
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Hi, I have an issue with 2022 aime II problem 14
According to https://artofproblemsolving.com/wiki/index.php/2022_AIME_II_Problems/Problem_14#Solution, floor(999/c) stamps of value c, floor((c-1)/b) stamps of value b, and b-1 stamps of value 1 are needed. But shouldn't we need floor(1000/c) stamps of value c? For example, take c divides 1000, and b divides c, e.g. c = 200, b = 20. Then, we have floor(999/200) = 4 stamps of value 200, floor(199/20) = 9 stamps of value b, and 19 stamps of value 1. The maximum such a collection can give is 200*4 + 20*9 +19*\1 = 999, just shy of the needed 1000. Is this my error, or is this an error in the solution?
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<@&286206848099549185>
@fleet iris Has your question been resolved?
<@&286206848099549185>
when i did this problem some time ago i came to the conclusion the solution had the right answer but with a slightly wrong function
where the discrepancy occurs when c is a factor of 1000
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hi
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!da2a
No need to ask βCan I askβ¦?β or βDoes anyone know aboutβ¦?ββitβs faster for everyone if you just ask your question! See https://dontasktoask.com/
what is this
that triggers the above bot message
noone knows what you need help with
so the longer you delay asking your question the more likely people will lose interest and stop checking out this channel
idk they MIGHT need it
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!status
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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
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The graph of y=ax(x-B) passes through the origin, why? Find the values of a and B in this quadratic given that: The axis of symmetry is x=-3 and the coefficient of x is -12
What are you having problems with?
setting the question out
Do you see why it passes through the origin?
(0,0) is the origin here, and if you want a curve y(x) to pass through it, what must the value of y(0) be?
y int?
Hmm?
Here, y(x)=ax(x-B) and they are claiming that the curve passes through the origin
y int is zero
What does y int mean?
intercept
Yep
so what would we do next
You tell me, if the y intercept is 0, what is y(0)?
0?
yes
Right, so it passes through the origin
-3
No, -3 is not a root
3
A root is a value of x when y becomes 0
If you put x=0 you get that y(0)=a(0)(0-B)=0
So x =0 is a root
u would have to find that is x in the quadtatic equation?
The same way, x=B is also a root, since y(B)=aB(B-B)=0
so y would be a
How?
Are you aware that the axis of symmetry passes through the midpoint of the roots?
isnt that only for the y value?
What?
u find the vertex of x then subtitute into the equation
You mean the vertex of the parabola
yes
This will not help us in any way to find the axis of symmetry though
What will help us is the fact that the axis of symmetry passes through the midpoint of the roots
can you expand on wt u mean by roots
like sqrt?
No, a root is when the value of y becomes 0
For example, take the quadratic equation x^2-2x+1=0
If you solve it, you will get x=1
So 1 is a root of y=x^2-2x+1
Are you following?
yes
The axis of symmetry will pass through the midpoints of the x intercepts
yes
Right, so our x intercept are 0 and B, their midpoint is (0+B)/2
yes
yep
So y=ax(x-(-6))=ax(x+6)=ax^2+6ax
And we also know that the coefficient of x =-12
What is the coefficient of x here?
No, its 6a
Np
yea its 6a
Yeah, and the coefficient of x is -12 according to the question
So, 6a=-12
a=-2
No,B is -6 from here
ok
i was looking it after you subsitituted
mb
do u time for one more but its the same question
Try doing it on your own if it's the same question
i meant by same question but different information
i got my answer and just double checking for it
Okay
The graph of y=ax(x-B) passes through the origin, why? Find the values of a and B in this quadratic given that: The vertex is (1, 4)
i got my equation to be
y=a(x-1)^2+4
What about a?
is it just 1?
No, also this is wrong
You know the vertex right?
Can you find the axis of symmetry from that?
is it reverse operations?
I don't know what you mean,
Do you know that the axis of symmetry passes through the vertex?
do i turn vertex form into quadratic from
ok, the axis of symmetry will look like x=c right?
We want to find c, then we will know the equation of the axis of symmetry
dont u need a and b?
Yes, we will find it
But right now, if we find the axis of symmetry we can find B, just like last time
So let's try to find the axis of symmetry
Do you agree with this?
by c do u mean b?
No
C is some other number we don't know yet
Do you remember in the last question, the axis of symmetry was x=B/2?
yes
Since the equation of the parabola is the same, you can make B/2=1, since the vertex lies on the axis of symmetry and the x coordinate of the vertex is 1
So B=2
So y=ax(x-2). Now we have to find a
so substitute
Yes
so it would be 2(2-2)
You substituted the wrong values
y=ax(x-2) passes through (1,4), so when x=1, y should be equal to 4
4=a(1)(1-2) so a=-4
oh ye
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can someone solve this with steps? (It's the wrong answer but I did find the right answer, I just want to see if 1. There's an easier trick and 2. What I'm doing wrong
What did you do to get that answer?
Symbolab: equation search and math solver - solves algebra, trigonometry and calculus problems step by step
BTW Symbolab can give you the steps
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a) find the tangent line at x=-1
b) the tangent line intersects the function in a different point than (-1, f(-1)), find it
what I have:
I found the tangent line or w/e it's called
and I'm unsure how to find the other point where it intersect
I can find it in Geogebra by doing -x+5=f(x) but idk how to show the math
Sorry if it's super obvious or something
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if sm1 can pls help
!status
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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.
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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
Identify the vertically opposite angles to begin
quick google search
its essentially just an application of angle sum on a line twice
dawg iβm tired
π
Throw a bone to the dog
ππ
my last one n iβm tired
pls
we have the equation:5x+20=6x-4(because they are opposite angles)
solve for x we have x=24
we also have:(5x+20)+(y-18)=180 because they are supplementary angles
=>5*24+20+y-18=180
=>y+122=180
=>y=58
just forget the n line lol, it won't do anything
Iβm done with that ima gts now thanks broπππ
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.
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i don't think that's even elementary
yeah I don't think that's doable either
@alpine sable Has your question been resolved?
Try byparts
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Is this the right answer?
it is not
what are f(-1) and f(-1/2)?
oh
I thout we were checking if -1/8 was imbetween -2 and 1
since f(-1) = -2 and f(0)=1
in order to contain a root in an interval, you need f to be negative on one side and positive on the other
but if you use the interval they claimed, f is negative at both of those points
oh okay I understand
alrighty
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@vapid shuttle Has your question been resolved?
Think you missed negative signs in the other steps? Otherwise seems all good to me, other than minor things (e.g. make sure you state that youβre assuming the polynomials with bβs to be the inverse of 1 + ax)
oh right, the sign should alternate right?
b2=-ab1
=a^2
and then -a^3
and so on
TY
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Hey guys, m trying to figure out somethng for this question.
For the constraint "x+y is less than or equal to 210" the x value ends up being 210, but the y value isnt? Howcome is this?
I thought you have to make one equal to 0 and then solve for the other one, but by doing that wouldnt y also be 210?
Any help appreciated!!
you have to satisfy multiple constraints
so (0, 210) would satisfy that constraint but not all of the other ones
each of the inequalities is a region on the graph
is there lke a good rule of thumb to go by or? just trial and error?
the things that satisfy all of the inequalities is graphed as the intersection of all of those regions
in this case you can see it's that unshaded region
then the optimal points will always be the corners
so you can just look at the corners
or work out the corners
the intersections of the lines
okay that makes sense but
when im trying to draw the line
for say x +y is less than or equal to 210
how do i figure out the value of y that will satsfy all constraints
you should graph the thing and find the region
and then each of the region's corners will be just two lines intersecting
probably
and then you can find the corners
but how can i graph it without knowing what the y value wll be for the line
when you're graphing each individual line, you don't need to satisfy all the constraints
you just need to satisfy the constraint for the line
then after you have all the lines you can look at the region that satisfies all the constraints
so i would start by graphng y as 210 and x as 210 too? even though the graph only goes up to 150 on the y axis?
yeah
how would i do that if the axis only goes to 150 tho
if it goes off the graph space it probably doesn't matter
the region will probably always fit on the graph
otherwise they wouldn't do it like that
okay let me give it a goo
thank youuu ill see f i can get to it
nah i dont get it
how can i figure out the y value
i get that it has to satisfy all the constraints
but how on earth am i meant to get to fguring it out to be 100, like t is in ths case
<@&286206848099549185>
ok so can you basically see the region
do you know what it looks like
thats the mark scheme, youre asked to make the region yourself using constraints you made in the part of the question prior
yeah
like have you graphed it
yeah
and lets say for the x+y 210 one
i dont follow
like
the lines go out of the space
but it usually turns out that the region that satisfies all the constraints fits in the space
so i would plot it so the lines go off the graph and the region i get in the end would still be the same?
howcome they did it diff on the mark scheme?
the lines always go off the graph, right? they just go on forever
yeah yeah ig that
i'm not really sure
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uh
i think its not a rule
rule in the sense i dont know what its called
but
do you know that you can write integral of f(x) as f(a+b-x)
where a and b are the limits
mhm
hmm
understood?
so xsin^3(pi-x)/1+cos^(pi-x)
yeah
quotient rule?
1+cos^pi-x becomes 1-cosx
.
oh
yeah
hnmmmm
got it?
not really sorry
oh okay
what did you get
xsin^3x+(pi-x)sin^3(pi-x)/1+cos^2x+1+cos^2(pi-x)
whats sin(pi-x)
sinx
yes
now simplify this
tell me what you get
oh okay π
now you have to solve this
alright
you could just divide the numerator and denominator by
cos^2 x
and then substitution
oh true
no..
cos^x - 1`= -sin^2x
yes
not cos^x + 1
yup
so wait what would that give
sinx^2/1?
sec^2x in the numerator
and
sec^2x + 1 in the denominator
sec^2x
oof
ill show u
alr
what will you do next
wait nvm
there's no point
make it sec^2x
-tan^2x?
why?
or
oh yeah
yup
so you need to use the substitution whose derivative is sec^2x
to get rid of it
which is?
if there's no tanx idk
mhm
reason being
when you differentiate
you get sec^2x dx = du
so you get rid of numerator right
yes
mhm
woah
yeah its long
a triangle?
i mean
how do u use that
oh alr
1 over root 1+u^2
okay
tanx = u
right
sinx/cosx = u
now square both the sides
you get [sin^2x]/[cos^2x] = u^2
yup
1-cos2x/2
yupp
wrote the same thing
again
so
1/cos^2x = u^2 + 1
now integrate
the numerator is 1
though
remember
and you have to change limits
pi^3/3 + pi
dont forget the sin^3(pi)
integrate this
basically
do put the limits
I think now you can proceed
:)
tysm :D
??
ur telling me answer?
arctan(pi/root 2)/root 2
ye
idk about the limits
no
from 1/2 to 1/pi^2+2
0
XD
the substitution
so it's all 0
yes
nope
oh no

DW ty for trying
the question was simpler π
small mistake complicated
we have to solve this
oh yay
let's get it
solve this get yo answer
pi^2-2pi
this is after applying kings method right
yes
dont forget to divide the answer by 2
after you get the integral
cuz we addded right
yup
you can proceed now right
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do you know what scalar triple product is?
a.(b+c)
okay
understood?
so the result is gonna be a scalar?
yeah
okay
what is the answer coming ?
determinant value
i calculated 4
it says -30
oh no
i think a i see a minus
you don't?
minnus are a bit blurry ig
if you look at vector c
youll see a minus before 3 as well
am i right? @cloud nacelle
wait
its blurry
alr
trying method 2
method 2?
.
oho thank you for helping me out man
you dont how much youve helped
answer is not coming this way too
it came by determinant method tho
a.(bxc)
hmm
sure no calculation error?
wbu personally
like isn't it tiring
mentally
those who do
anyway
did you get to minus 30
i didnt try π
cuz i got -4 by this formula
im on pc
sed
so?
workout
what
yup you should know applications
but the youtube video says angle is 180
can be 180 or 0
u did something wrong
look
there are two ways
one is bby vector prodcut
and other by scalar product
scalar = 0
cos theta = 0
go ahead
cross product should be 0
no
wait
what am i asying
fuc
dot is non 0
if they are collinear
look
did you find AB and CD
listen to me
ok
hm
now
ab = i + 4j - k
cd = 2i - 8j + 2k
has been also verified from google
now
the matter is
sorry bhaiya
yes
but why
because
that is what i wanna ask first
par ayega kaise usse angle
yeh batao
sin theta = -4j -16k/36 aa raha bkl
ab kya karein?
@cloud nacelle bhai
bolo
batao na
cross se kaise karte hain
sin theta
achha chalo cos se kar liya
aa gaya 180 degree
@cloud nacelle
pls
fir ab lekin isse sirf anti parallel prove hota hai
collinear kisne bola
upar neeche bhi toh ho sakte hain
teachoo ne yahi khatam kar dia answer
maine lekin i showed that unit vector of both will be same if they are collinear
aap kya kehna chahoge?
vector ko shift karo
collinear vector search karo
achha
achha
matlab chalo maine faaltu working dikhayi but koi nahi
next question pe chalte
then
yeh dekho
first question
answer diya hua hai
dekho unit vector parallel to the diagonal two each ayenge na
cuz ulti direction mein bhi hoga ek vector
bas sign ulta
right?
zerome bhau
@cloud nacelle
hi
chota sa
bhagwaan mein khot?
.
hain?
- nahi
bruh
- nahi
abe
(-) sign nahi aayega
usse vector ka direction ulta hoga
thodi na dusre diagnol ka direction aayega
ha
yes

