AF f(1) = 6 glD=5 h(1) = 3 f'(5)=-7 g'(5) = -11 (5) = 15 f" (-11) -2 - g" (-11) = 3 f(1) = 4 g(1) = -1 h' (1) = -3 f(18)= 3 9 (3) = 5 (3) = || f' (-11)=5 g (-11) = 3 C (f-g-h) (1)

Q: 4 X- - 5x +4. %3D Find f'(x), f"(x), and f (x) for f(x) = f'(x) = f"(x) =

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Q: tx' 3 - - (³ 4) X X = C1 (1) +02 10 + ()

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Q: If f' (4) = -9 and g ' (4) = -5, find (a) h'(4), if h(x) = 10f(x) + 2. %3D h'(4) = %3D (b) F'(4), if…

A: Recall: (αf(x)±βg(x))' = α f'(x)±β g'(x) ; where α and β are real numbers.

Q: Find f. f(x) = f'(x) = −2+ 24x 12x², -x² + 4x³-x² + 14x+8 x - f(0) = 8, f'(0) = 12

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Q: 3x + 6 If f(x) find: 2x +2 f'(x) = f'(3) =

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Q: Given f"(x) = 6x - 1 and f'(-3) = -3 and f(-3) = -4 Find f'(x) =  and find f(1)=

A: Given f''x = 6x-1    and f'-3 =-3                                  f-3=-4Now  We know f'x = ∫f''xdx…

Q: Use the values in the table below to answer each of the following: f(x) g(x) f'(x) g'(x) 5 1 -1 -3…

A: Table

Q: if f(x)={ -3x       for x -1  find f(-2)  a. -6 b.9 c.6  d.-1 e.0

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Q: Given f (5) = 2, f' (5) = 7, g (5) = -1, and g' (5) = 8, find the values of the following. %3D (a)…

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Q: Given f (3) = 2, f' (3) = 8, g(3) = -1, and g' (3) = 7, find the values of the following (a) (f9)…

A: Given : f3 = 2f'3 = 8g3 = -1g'3 = 7

Q: if f(3)=4, g(3)=9, f'(3)=5, and g'(3)=6, find the following numbers: a. (fg)'(3)

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Q: Evaluate the integral. 4 1 dx 2x Ji

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Q: point) If ƒ(5) = -3, g(5) = -4, f'(5) = -2, and g'(5) = -2, find the values of the following: %3D (f…

A:

Q: Suppose that for two functions f & g, we know the following information:f(8) = 16f'(8) = 6f(3) =…

A: The given composition function is

Q: If h(x)=2-4/3x given the equation for h-1(x)

A: The definition of h-1(x) is h-1(x)=1/h(x)

Q: Compute f' (3). f (x) = -3.3x2² + 3.9 O f' (3) = -6 O f' (3) = -3.3 O f' (3) = -15.9 O f' (3) =…

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Q: f(x) = (x³ + 2x + 7)4 f' (æ) = f' (5) =

A: Consider the given function: fx=x3+2x+74 Differentiate the function using chain rule which is given…

Q: Find f. f ''(x) = −2 + 36x − 12x2,    f(0) = 5,    f '(0) = 18

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Q: Find F'(-3) given that f(-3) = -5, f'(-3) = -6, g(-3) = 4, g(-3) = -1, and F(x) = f(æ)g(x). F'(-3) =

A: