Solved

Find the Derivative of Y y=sech(5θ)(1lnsech(5θ))y = \operatorname { sech } ( 5 \theta ) ( 1 - \ln \operatorname { sech } ( 5 \theta ) )

Question 80

Multiple Choice

Find the derivative of y.
- y=sech(5θ) (1lnsech(5θ) ) y = \operatorname { sech } ( 5 \theta ) ( 1 - \ln \operatorname { sech } ( 5 \theta ) )


A) 15sech(5θ) tanh(5θ) lnsech(5θ) 1 - 5 \operatorname { sech } ( 5 \theta ) \tanh ( 5 \theta ) \ln \operatorname { sech } ( 5 \theta )
B) 5sech(5θ) tanh(5θ) ln(5θ) 5 \operatorname { sech } ( 5 \theta ) \tanh ( 5 \theta ) \ln ( 5 \theta )
C) sech(5θ) tanh(5θ) lnsech(5θ) \operatorname { sech } ( 5 \theta ) \tanh ( 5 \theta ) \ln \operatorname { sech } ( 5 \theta )
D) 5sech(5θ) tanh(5θ) lnsech(5θ) 5 \operatorname { sech } ( 5 \theta ) \tanh ( 5 \theta ) \ln \operatorname { sech } ( 5 \theta )

Correct Answer:

verifed

Verified

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

Related Questions