Solved

Let y=tan(ex)y = \tan \left( e ^ { x } \right)

Question 63

Multiple Choice

Let y=tan(ex) y = \tan \left( e ^ { x } \right) . Then dy is


A) sec2(ex) dx\sec ^ { 2 } \left( e ^ { x } \right) d x
B) exsec2(ex) dxe ^ { x } \sec ^ { 2 } \left( e ^ { x } \right) d x
C) sec2(ex) 1+e2xdx\frac { \sec ^ { 2 } \left( e ^ { x } \right) } { 1 + e ^ { 2 x } } d x
D) sec2(ex) 1e2xdx\frac { \sec ^ { 2 } \left( e ^ { x } \right) } { 1 - e ^ { 2 x } } d x
E) sec2(ex) e2x1dx\frac { \sec ^ { 2 } \left( e ^ { x } \right) } { e ^ { 2 x } - 1 } d x

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions