Chapter 3, Problem 24RE

Explain the relationship between a function and the derivative by providing an example.

Using the chain rule, derive the formula for the derivative of the inverse sine function.

draw the function and its derivatives. explains why of its derivatives:   y=cosx

determine a function by being given the function’s first derivative and an initial condition for the function. Discuss how you would determine an original function if you were given the second derivative of the function as well initial conditions on the first derivative and original function.

Using implicit differentation to find the derivative of the equation below.

calculus ab

Let 30 * price + 3 * price * quantity + (quantity')/100 = 2000 be an equation relating supply and price for gizmos. Find ri and dentity (Use p for price and use q for quantity). dprice Explain what each derivative means. Find -dprice dquantity Find dquantity dprice Explain what each derivative means. | > >

1/1 In Exercises 63-66, evaluate the derivative of the function at thbe indicated point. Use a graphing utility to verify your result. Function Point I+ CSC I 63. y= 1- cSc x

Option 3 What is the derivative of f(e)=cosh(r) + sinh(x}?