- #1
Whatupdoc
- 99
- 0
[tex]\int 4x cos(2x)[/tex]
using integration by parts...
u=4x
du= 4
dv=cos(2x)
v=cos(x)sin(x)
using the formula uv - [tex]\int[/tex]v*du...
4x*cos(x)sin(x) - [tex]\int[/tex]cos(x)sin(x)*4x
hmm i can't seem to finish this problem, can someone help? and am i doing it correctly so far?
using integration by parts...
u=4x
du= 4
dv=cos(2x)
v=cos(x)sin(x)
using the formula uv - [tex]\int[/tex]v*du...
4x*cos(x)sin(x) - [tex]\int[/tex]cos(x)sin(x)*4x
hmm i can't seem to finish this problem, can someone help? and am i doing it correctly so far?