Rectangular (Note that you can click on the graph to get a larger version of it, and that it may be useful to print that larger version to be able to work with it by hand.) efully sketch the derivative function of the given function (you will want to estimate values on the derivative function at different I values as you do this). Use your derivative function graph to estimate the owing values on the derivative function. at z = -3 -1 3 the derivative is

Q: j. y = 5ln(x²+4)

A:

Q: 28.y= I 4+4

A: Given:The function .To find: The derivation of the function.Formula used:Quotient rule of…

Q: 5. h(x) — 2л? (Зл2 — 5х + 11) -

A: To find the derivative of hx= 2x23x2-5x+11

Q: 2. Use the first principles of derivatives to find the derivative of f(x) = 1 2x-7

A:

Q: See image for equation. It’s a derivative.

A:

Q: Find the derivative of the function. y:

A:

Q: Use the quotient rule to find the derivative of the given function. Then find the derivative by…

A: Recall: Quotient Rule : df(w)g(w)dw=g(w)df(w)dw-f(w)dg(w)dwg(w)2 d(wn)dw=nwn-1

Q: Find the derivative of the given function.   y=x+42

A: To determine the derivative of given function.

Q: What is another name for the derivative when looking at a function graphically? A triangle that must…

A: