Question Given h(x) = sec(-4x²-3x + 2), find h'(x). Provide your answer below: h'(x) = Content attribution

Q: I need help with the rules for finding the difference quotient. for example. f(x)= 1/x^2

A: To evaluate the difference quotient for the given function

Q: Iff(x) = 3 x- 2 x, find f'(x)

A:

Q: 5 8 72 ex

A: Given f( x ) = ( x )72ex5

Q: Does y = (x-5)^(2/3) have a point of inflection?  Discuss.

A: The given function is y=x-523. The objective is to calculate the point of inflection.

Q: 3х -5х+1 5. H(х) %3 x*- 4х H'(x)==2 -7х-2х+4 (x²-4x) %3D

A: Quotient Rule where u' = du/dx

Q: Given functions f and g for which f(- 6) = 1, ƒ'( – 6) = 1, g( – 6) = 6, and g'(- 6) = 2. Evaluate…

A:

Q: g(x)=√3-x State the domain for the function and it's derivative using interview notation

A: We have to find the domain for the given function and it's derivative

Q: Find f'(x) and simplify. f(x)=6x5(x-9)

A: Answer is f'(x) =54x⁴(x⁴ - 5)Explanation:Step 1: Step 2: Step 3: Step 4: Thanks 🙏

Q: What's the relationship between (x)^1/2 and (x)^2? Based on their properties and graphs

A: whats the relationship between the given curve

Q: Answer: f'(3) could equal

A: Since f(2) = 13 f(4) = = 12.25   Also f"(x) >0 , which means f is concave upward

Q: If f(x) 4x + 2 3x + 3 find:

A:

Q: h(x)=(4x-3)^3 Find functions f divided by g so that f(g(x))=h(x). Show all work.

A: To express the given function h(x) as a composite of two (unknown) functions f(x) and g(x)