Ask a New Question
Search
Asked by
Daniel
How is the integral of cos(2x) = sinxcosx?
Answers
Human Answers
1
AI Answers
0
Answered by
Steve
because sin2x = 2sinx cosx
and integral cos(u) du = sin(u)
and d(2x) = 2 dx
There are no AI answers yet. The ability to request AI answers is coming soon!
Related Questions
Related
For the following integral find an appropriate trigonometric substitution of the form x=f(t) to si...
If the integral from a to b of f(x)dx=a+2b then integral from a to b of (f(x)+3)dx= ? The answer:...
Th integral of tan(3x)dx
Let the integral ∫ from 4 to 13 f(x) dx = 5, ∫ from 4 to 7 f(x) dx = 1, ∫ from 10 to 13 f(x) dx = 3....
if f(x) integral of tan^2x sec^2 xdx and f(0) equals 3, find f(pi/4)
If the integral of x^2 e^-4x dx=-1/64 e^-4x [Ax^2+Bx+E]+C, then the value of A + B + E is a) -14 b...
Which of the following integrals cannot be integrated using partial fractions using linear factors w...
Which of the following integrals can be integrated using partial fractions using linear factors with...
If the integral of 9x-2 /(x-3)(2x-1)dx= (A)Ln|x – 3| + (B)Ln|2x – 1| + constant, then what is the va...