I put the integral part on the calculator website, and it said “Antiderivative or integral could not be found. Note that many functions don't have an elementary antiderivative.” , which means there is a solution, but we can’t express without integral, and therefore it is unsolvable.
@@thephysicistcuber175 If we're restricting to the reals, then there's no value of x for which the integrand is defined. sin^-1(x) is between -1 and 1, and sqrt(x) is only defined for x >= 0. So the integrand could only be defined for 0
Unless we allow complex numbers, the expression is undefined. Restricting to the reals, sin^-1(x) is only defined for x between -1 and 1, and sqrt(x) is only defined for x >= 0. So 1+sqrt(1+sqrt(x)) is not larger than 1 + sqrt(2). Since this is less than e, ln(sqrt(1+sqrt(1+sqrt(x)))) < 1/2, so ln(ln(sqrt(...))) < 0, so ln(ln(ln(sqrt(...)))) is undefined. This means there's no value of x for which both the numerator and the denominator in the integral are defined, so there's nothing to solve.
@@sohidulislam6020cos(arcsin(x))-sin(arccos(x)) is equal to zero, integral of zero=0x+c=c=some constant, so the question becomes finding the second derivatives of the numerator only, which is possible to solve but need a very long step.
In differentiation : You are the boss
In Integration : The Function is the boss
Now we all want you to solve this for us.
I put the integral part on the calculator website, and it said “Antiderivative or integral could not be found. Note that many functions don't have an elementary antiderivative.” , which means there is a solution, but we can’t express without integral, and therefore it is unsolvable.
@@BurningShipFractalNo. It's solvable on desmos Graphing calculator (if you add slider l)
@@I_love_green622then what's the written solution?
@@Carsaboy ITS A GRAPH
@@BurningShipFractalmost functions in math aren't elementary or linear. Just create transform it or find an equivalent fourier series.
0:54 * erased derivative *
- Ah what a relief!
0:57 * puts integral *
- AAAAAAAAAAAAAAA....
I really enjoy maths at school and just started calculus. I hope one day I can solve something like this 😅
Are you a 9th grader
I doubt the integral on the bottom is analytically solvable. Otherwise the rest is just tedious calculation.
@@thephysicistcuber175the integrand’s numerator is zero, so the integral is actually trivial
@@datarioplaysAre you sure? It looks to me like the numerator is sqrt(1-x^2)+x-pi/2.
@@thephysicistcuber175 If we're restricting to the reals, then there's no value of x for which the integrand is defined. sin^-1(x) is between -1 and 1, and sqrt(x) is only defined for x >= 0. So the integrand could only be defined for 0
Unless we allow complex numbers, the expression is undefined. Restricting to the reals, sin^-1(x) is only defined for x between -1 and 1, and sqrt(x) is only defined for x >= 0. So 1+sqrt(1+sqrt(x)) is not larger than 1 + sqrt(2). Since this is less than e, ln(sqrt(1+sqrt(1+sqrt(x)))) < 1/2, so ln(ln(sqrt(...))) < 0, so ln(ln(ln(sqrt(...)))) is undefined. This means there's no value of x for which both the numerator and the denominator in the integral are defined, so there's nothing to solve.
give the value for the complex numbers
@@human6638 Someone should definitely do that and it's not going to be me
@@blythethorn5835 true
Can't wait for you to try to solve this in your next video :D
you're gonna make me cry Mr. Chow
If there was no integral sign i would able to solve❤
Anyone can derivative are easy
And eventually they create problems they themselves can't solve🤣🤣
Can you talk about the grandi's series? I hate to believe that it equals 1/2 unless you say it
Dear bprp , we are still waiting for the solution.
Yours forever
XYZ
Then they wonder why there's 6 people left by the end of the semester and 2 of them are the TA/SI
You can definitely solve the derivative in the numarator but can anyone tell me if you can slove the integral on the denominator
When you changed derivative to integral, I am creamed.
AYO
It's still very easy
And finally, differentiate the whole fraction.
It's just a joke. Please no one try to solve it.
Integration is so hard but I like your vedios
Now, can we have the solution please?
Everything was fine untill he put integral....
Really 😂
It is undefined
you have to make a video answering it now
Simplify without products sum and In
Tried the equation
Plus three h minus x equal con sin x lol
太好笑了！
LOL
Where did your beard go
If the denominator is cos(arcsin(x))-sin(arccos(x))
Then we will know the answer immediately
Can you give the solution in detail here pls?
@@sohidulislam6020cos(arcsin(x))-sin(arccos(x)) is equal to zero, integral of zero=0x+c=c=some constant,
so the question becomes finding the second derivatives of the numerator only, which is possible to solve but need a very long step.
@@khoozu7802can you explain y sin(arccos x)=cos(arcsin x)? I dont really see why or how. Thank you.
@@Ninja20704 draw 2 triangles with an angle(theta) by letting theta=arcsin(x) ➡️sin(theta)=x and letting theta=arccos(x) ➡️cos(theta)=x
@@Ninja20704
For first theta u will get
cos(theta)=cos(arcsin(x))=sqrt(1-x^2)
For second theta u will get
sin(theta)=sin(arccos(x))=sqrt(1-x^2)
Are you mad?????🤣🤣
Just hope teachers don't watch these videos 😂😊
Why doesn't he teach anything i would have liked to view his teaching videos
Tui kor!!!