This is a sample, and is meant to represent the material usually covered in Math 9A for the midterm. An actual test may or may not be similar.
Click on the boxed problem numbers to go to a solution.
Find the following limits:
(a) Find provided that
Suppose the size of a population at time is given by
(a) Determine the size of the population as We call this the limiting population size.
(b) Show that at time the size of the population is half its limiting size.
Consider the following function
(d) Is continuous at Briefly explain.
(a) Use the definition of the derivative to compute for
(b) Find the equation of the tangent line to at
Find the derivatives of the following functions. Do not simplify.
Contributions to this page were made by Kayla Murray