Let s = f(t) give an object's height, in feet, a seconds after it is thrown. After 3 seconds, tE feet, and it is moving up at 15 ft/sec. Fill in (a) f( (b) f'( %3D

Q: d Use logarithmic differentiation to find- dx ソ=x

A:

Q: Use the Product Rule to find the derivative == [( ²³ ²³² + ² × ³ ) ( ² − 4׳²)] · dx X Answer

A:

Q: Let A(t) represent the area of a farm A (in ft2) after t years. a. What are the units of A'(t)? b.…

A: The fundamental definition of the derivative, y'(t) or dydt is: dydt=limh→0y(t+h)-y(t)h Which…

Q: b) y = xv. Hint: use logarithmic differentiation

A:

Q: The hours of daylight in Glasgow, Scotland, can be modeled by the function f given by f(d) =…

A: The function f which is modelling the hours of daylight in Glasgow, Scotland is given by :fd=5.3…

Q: Let f(x) = log2(3x). Find f'(1). %3D

A: To find f ‘(1).

Q: P(A) )= Eind change when t= 6 CRound rate of 3 decimal places) Find (Romel the rate of Change of P…

A: “Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Let f(t) = 135·(1.016)4·t.  Find f(9).  Round your answer to 2 decimal places

A: In this question , we can find f(9). Put t=9 in the given expression and solve.

Q: Use Logarithmic Differentiation to differentiate the following: Y = (In x) tan z

A: values = ?

Q: (b) Use FTC to evaluate (x-x X-

A: