The function in the figure below has f(4) 21 and f' (4) = 1.8. Find the coordinates of the points A, B, C.

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: Find an equation for the level curve of the function f(x,y) that passes through the given point.…

A:

Q: Figure shows f, f ' , and f ''. Determine which is which.

A: First understand how to determine the absolute maximum or minimum of the function. Find the first…

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: The figure shows the graph of f. If F' = f and F(0) = 2, find F(b) for b = 1, 2, 3, 4, 5, 6. F(1) =…

A: The given figure

Q: e following function: Find fyy. Points fyy = || f(x, y) = 5x4y6x4y5 - 21

A: The given function is f(x, y)=5x4y6-x4y5-21 . We have to find fyy .

Q: Use a formula to express y as a function of t if y = 6x + 4x and x = t- 1.

A:

Q: x + 4 6. Let f(x) find the following: x - 3 a) f(2) b) f(4) c) domain of f

A: Use the value of x for finding the function.

Q: Express the function in the form   f ° g  ° h

A: The given function is Rx=x-1 It is required to show the given function in the form of fogoh. So,…

Q: The figure shows graphs of f, f', f "', and f ""'. Identify each curve. ?v f f' f" ?v f ""' ?v a b c…

A: To identify each curve in the graph as f , f' , f'' , and f''' , we need to analyze the behavior of…

Q: 2. Let f a function such that f (-2) = 6, f (0) = – 3, ƒ (3) = 0. Give the coordinates of three…

A: Select the values of x such that  (x + 4) becomes the number for which values of  f(x) are given.

Q: The function f graphed here consists of two straight line segments and two quarter circles. Find…

A: Consider the equation

Q: Differentiate the function. 2 f(s) : (2s7 + 5)8 f'(s) =

A:

Q: Find the function of the form f (x) = C a whose graph is given below where A is the point (-2, 25/3)…

A: The given curve is  f(x) =y= C ax Given point A( - 2, 25/3) and (0, 1/3) through which curve passes

Q: (0.5, 5) (1, 2) 2 (1.5, -1) -2 2.

A: We have to find S'(1)  That is the slope of tangent line to the given graph at x=1

Q: Find and sketch the domain of the function. f(x, y) - In(4x2 - 4y²) y

A: