1003107901

SubArea: 
Primitive function
Level: 
C
Project ID: 
1003107901
Accepted: 
1
Solve the indefinite integral \[ \int\sin^3 x\cos^2x\,\mathrm{d}x \] of a real-valued function using a suitable substitution.
\( \frac{\cos^5⁡x}5-\frac{\cos^3⁡x}3+c \)
\( -\frac{\cos^5⁡x}5+\frac{\cos^3⁡x}3+c \)
\( \frac{\cos^5⁡x}5+\frac{\cos^3⁡x}3+c \)
\( -\frac{\cos^5⁡x}5-\frac{\cos^3⁡x}3+c \)