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Let y=xx2y = x ^ { \ell ^ { x ^ { 2 } } }

Question 45

Multiple Choice

Let y=xx2y = x ^ { \ell ^ { x ^ { 2 } } } Then yy ^ { \prime } is


A) exxex(1+xlnx) e ^ { x } x ^ { e ^ { x } } ( 1 + x \ln x )
B) exxex(1xlnx) e ^ { x } x ^ { e ^ { x } } ( 1 - x \ln x )
C) exxex1(1+xlnx) e ^ { x } x ^ { e ^ { x } - 1 } ( 1 + x \ln x )
D) exxex1(1xlnx) e ^ { x } x ^ { e ^ { x } - 1 } ( 1 - x \ln x )
E) exxex1(1+lnx) e ^ { x } x ^ { e ^ { x } - 1 } ( 1 + \ln x )

Correct Answer:

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