2 3. Find a number b such that the limit d. The picture shoolim h→0 exists, then find the limit. (h+π/4)³etan (h+π/4) - b (a) b= (b) The limit is h pass- a ruler to draw the line ton et to the graph of f(a) at (0,3), then find an equation for that line the graph of the derivative os in the previous problem. To find the limit, use what you have learned about differentiation of functions in Ch 3. Provide an exact answer: You don't need a calculator, don't use it.

Q: Consider the definition of a derivative at a limh→0 f(a+h)-f(x) h We started by thinking about this…

A: 2nd option correct

Q: 2. In each Find the function f and the point a. case, the limit given represents the derivative of a…

A:

Q: Given f(r) = 7Va - 5, find f'(*) using the limit definition of the derivative. %3D f'(2)= Add Work…

A:

Q: The limit below represents a derivative ƒ'(a). Find ƒ(x) and a. f(x) = = a = lim h→0 (6 + h)³ – 216…

A:

Q: The limit below represents a derivative f'(a). Determine f(x) and а. sin (5 + h) – 1 | lim h-→0 h O…

A:

Q: There is a limit definition of f'(a). What is it? There is a function T (h) whose derivative is…

A: