: (A) By using the definition of derivative, prove that (answer only one): d d (secx) = = secx tanx (2) (logax): 1. = dx dx xing

Q: Use logarithmic differentiation to find the derivative of the function. y = √xex²(x² + 5)10 y' = 11

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Q: solve for the first and second derivative of the function:

A: Given function is: f(x)=log2 cos x + ln π We need to find the first and second derivative of the…

Q: sinr f(x)=(x)'

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Q: x(2x+3) 17. f(x) =- (x° +1)

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Q: Find the derivative using logarithmic.   sq root of ((x2-1)/(x2+1))          for x>1

A: Here given for x>1

Q: g(x) =e*(2x² – 3x)

A: g(x)=e^x (2x^2-3x)

Q: Explain briefly how we can compute the derivative of a function y=f(x) using logarithmic…

A: Logarithmic differentiation is an important method of differentiation. To find the derivative of the…

Q: What is the derivative of f(x) sec(tanx)?

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Q: Compute the derivative ln(ex+1) / 2x+1

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Q: Find the derivative f(x) = log7 (6x*+3)

A: We need to evaluate the derivative of,

Q: Find the derivative of f(x) Give answer in exponential notation with positive exponents

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