Find the derivation of (sinx)(e^2x)
Because there are two forms of x , the form uv'+vu' must be used.
If y=sinx , dy/dx=cosx
If y=e^kx , dy/dx=ke^kx
Therefore dy/dx=(sinx)(2e^2x)+(e^2x)(cosx)
EB
Related Maths A Level answers
All answers ▸Integration by parts: Integrate the expression x.ln(x) between 1 and 2.
How do you solve simultaneous questions?
Let C : x^2-4x+2k be a parabola, with vertex m. By taking derivatives or otherwise discuss, as k varies, the coordinates of m and, accordingly, the number of solutions of the equation x^2-4x+2k=0. Illustrate your work with graphs
A straight line passes through the point (2,1) and has a gradient of 3. Find the co-ordinates where the line crosses the x and y axes