integration by parts by solution
Attachments:
Answers
Answered by
3
solution :
int cos^-1 (4x^3-3x)dx
=int 1/cos (4x^3-3x)dx
=intcot (4x^3-3x)dx
=int(cot4x^3-cot 3x)dx
=int cot4 x^2 .xdx-cos2x-1
=1/2cot x^2-cos2x-1+c
int cos^-1 (4x^3-3x)dx
=int 1/cos (4x^3-3x)dx
=intcot (4x^3-3x)dx
=int(cot4x^3-cot 3x)dx
=int cot4 x^2 .xdx-cos2x-1
=1/2cot x^2-cos2x-1+c
Answered by
2
ANSWER IS IN THE IMAGE
Attachments:
Similar questions
Biology,
8 months ago
Math,
8 months ago
History,
1 year ago
Math,
1 year ago
Social Sciences,
1 year ago