lf ƒ(3) = 5, ƒ'(3) = 2, g(3) = 4, g′(3) = −2. Let h(x) = √g(x) f(x)-2g(x)* Find h' (3). 76 O-1 C 13 18 17 12

Q: Let h(x) = 3x² + x -x² + 3x - 3 what is h' (2)?

A: We need to find out h'(2).

Q: 3. (a) Which of the following functions have 5 in their domain? f(x) = x² - 3x *- 5 h(x) = Vx - 10…

A:

Q: Suppose g(x) = x²f(x) and it is known that f(2) = 5 and f'(2) = -2. Evaluate g'(2). g'(2) =

A:

Q: If f(x) In - In( + o). + e6x, find f (0).

A:

Q: If f(t) = 9t+1, find f"(5). %3D

A:

Q: nd and simplify 2² x² (f(x) g(x)). O d² O −(ƒ (x) g(x)) = ƒ” (x) g(x)+ f (x) g″ (x) Hint 2² -(f(x)…

A: Given query is to find the double derivative.

Q: If the function f(x) is defined as f(x) = = (4-2√√x)² √x -,x>0 Then, what is the value of ƒ'(16) = ?

A:

Q: If f(x)-3x+3x and f'(0)-3( by using 2-points formula with h=0.5), then the value of a is Select one:…

A:

Q: let (X)> and fre)=2, f ( X) is

A: Answer and explanation is given below

Q: r 4-5x 3. f(x)=- ; f'(-1)

A:

Q: Given f (7) = 3, f' (7) = 7, g (7) = -1, and g' (7) = 9, find the values of the following. (a) (f9)'…

A:

Q: Compute f(x)dx 2x if x 1 f(x)

A: To find out the integration.

Q: If f(x) = 18x2 + 96 3 ³√√x' find f'(8).

A: Given Function:- fx=18x23+96x3

Q: 1 f (x) =

A:

Q: f(x)=x2(6+x)5. ​Find f′(x)using the Quotient Rule and the Extended Power Rule.

A:

Q: If f(x)=(2/x+3) g(x)=(1/x) To Find (f o g)(x)

A: Given fx=2x+3    gx=1x

Q: x + 2 Consider the function f(x) Compute each of the following. Simplify your answer and use exact х…

A:

Q: compute the higher derivative

A:

Q: 5 Find f such that f'(x) = - √x f(16) = 49.

A: f′(x)=5x,f(16)=49

Q: Let f(x) = -2x√√x + f'(x) = -8 x²√x

A:

Q: Find f′(0), where f(x)= (x|x|)/(2+⌊x⌋)

A: Consider the given function fx=xx2+x

Q: 5x +2 Q5. If f(x)=: 3x -x then find f'(2)

A:

Q: Let f (x) = x - 1 and g (x) = x² (x + 1). Evaluate Se 3 + dx f(x) g(x) You must show all steps.

A: Integration of e-3x+f(x)/g(x)Where f(x)=x-1,  g(x)=x2(x+1)

Q: Find f′​(x).   ​f(x)=5x−1         7x+9 f′​(x)=

A: The given function is fx=5x-17x+9 So, the value of f'(x)=df(x)dx Using the uv form of the…

Q: h(x1,x2)=x2e-x1 at (2,-1)

A: