A function f(x) passes through the points (15,24). (18,37). and (22 Use this to approximate the value of the first derivative f(17).-

Q: Use the graphs (see attached) of f and g to find (g - f)(-2).

A: To find (g - f)(-2).  (g - f)(x) = g(x) - f(x) value of both functions at x = - 2    g(-2) = 2 f(-2)…

Q: (a) tive of f(r) = r at z = a. Find the value of a given that lim, 8+h)* – 64 represents the deriva-…

A:

Q: Find the derivative of the function at the given point in the direction of A. f(xy) = 5x2 + 4y, (-…

A: We have to find the derivative of the function at the given point in the direction of A.…

Q: # 41) Use the definition of derivative to find f(r) and "(r) for (r)= 1+ 4r- r

A:

Q: Let f be the function given by f (x) = 5x³ - 3x - 7. What is the value of f' (-2) ? B D -114 17 50…

A: SOLUTION-

Q: Given f'(x) = 3x¹ − 4x³ + 7. Determine where the point of inflection of the graph of f occur. (a.) x…

A:

Q: 2 For the function f(x)=√x² +4, find f''(x). Then find f''(0) and f''(9).

A: Given query is to find indicated derivative.

Q: 2t5 + t2 – 5 h (t) = t2

A:

Q: (2) Define: F(x)=√(r² + 1). e³r+² dr. (a) Use the fundamental theorem (II) to find the derivative…

A: The given integral equation is:F(x)=∫x0 r2+1 ·e3r+2 dr

Q: Use the graph below to fill in the missing values. f(x) -1 4 f(0) = f(«) — 0, х 3 f -'(0) = f («) —…

A: To find f(0) we find y when x=0 At x=0, y=4 So, f(0)=4

Q: For a function f(x), f"(a) = 0 and f"(a) = 0. What could be true of the point (a, fla))? Explain.…

A: Given f'a=0and f''a=0

Q: the product rule is not needed to find the derivative of y = 3(x² – 2). the quotient rule is[not…

A: Product rule: If we are given a function of the form: f(x)·g(x), we can find the derivative of this…

Q: If f(2) = (3z)²a² z+2/a find and simplify f(/@). %3D

A:

Q: the graph alongside to find

A: