F'(x)=0 f(x)=cosx f(x)=constant Ex. 1,5,1000,30000000 f(x)=sinx f(x)=a^x (if a>0)

f(x)=constant Ex. 1,5,1000,30000000

c*f'(x) d/dx secx= Constant mult rulw d/dx(c*f(x))= quotient rule d/dx(f(x)/g(x))= d/dx cscx=

Constant mult rulw d/dx(c*f(x))=

What is the difference betweeen a secant line and a tangent line? Cannot be determined All of the above A secant line is simply a line with an AVERAGE rate of change joining two points of a function. A tangent line is a line with an INSTANTANEOUS rate of change at a specific point. None of the above

A secant line is simply a line with an AVERAGE rate of change joining two points of a function. A tangent line is a line with an INSTANTANEOUS rate of change at a specific point.

What should you do if a question asks you use the definition of a derivative or to use the limit process to find a derivative? Use one of these two equations: 1. General form: lim h-->0 f(x+h) - f(x)/h 2. Specific form: lim x-->c f(x) - f(c)/x-c You use the second equation when the question asks you to find the derivative at a specific point. Also, ALWAYS INCLUDE THE LIMIT SYMBOL IN YOUR WORK. None of the above Cannot be determined All of the above

Use one of these two equations: 1. General form: lim h-->0 f(x+h) - f(x)/h 2. Specific form: lim x-->c f(x) - f(c)/x-c You use the second equation when the question asks you to find the derivative at a specific point. Also, ALWAYS INCLUDE THE LIMIT SYMBOL IN YOUR WORK.