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Question 35
Find the derivative of the following function. y=1−6e−x6y = 1 - 6 e ^ { - x ^ { 6 } }y=1−6e−x6
A) y′=36x5e−x6y ^ { \prime } = 36 x ^ { 5 } e ^ { - x ^ { 6 } }y′=36x5e−x6 B) y′=−36x5e−x6y ^ { \prime } = - 36 x ^ { 5 } e ^ { - x ^ { 6 } }y′=−36x5e−x6 C) y′=6e−x6y ^ { \prime } = 6 e ^ { - x ^ { 6 } }y′=6e−x6 D) y′=6x6e−x6y ^ { \prime } = 6 x ^ { 6 } e ^ { - x ^ { 6 } }y′=6x6e−x6 E) y′=−6x6e−x6y ^ { \prime } = - 6 x ^ { 6 } e ^ { - x ^ { 6 } }y′=−6x6e−x6
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