Use logarithmic differentiation to find the derivative of y with respect to the given independent variable. y = Χ +9 x√√x² + (x+5)5/3 ¾ | dx =

Q: Use logarithmic differentiation to differentiate the following function.  f (x) = 2x

A: fx=2x

Q: y = -1(x³) sec ³x cot √5coth x +6

A:

Q: Evaluate the derivative of the function. y = sec (3 In 9x) dx 11

A:

Q: Find the 1st Derivative. r=( 2 tan3θ -1)1/3

A:

Q: use the Power Rule to compute the derivative.

A: Derivatives can be defined as rate of change of function with respect to an independent variable. It…

Q: - [5√3x d dx

A:

Q: When the volume of a gas changes very rapidly, an approximate relation is that the pressure P varies…

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Q: Simplify the function, then find the derivative. f(x) = ln (x√x² - 1)

A: Given:We are required to find:

Q: y= (x²-8)¹/³√√x³+1 x6-7x+5

A:

Q: Find the anti derivative of the following: (√x/2 + 2/√x)dx

A: