The first exam is on Friday, February 1. 

The exam covers Chapter 7 and Section 8.1 from the text. 

The best guide to the types of questions to expect is the homework (both from the COW and from the text). 

A summary/review guide was distributed in class and is available in my office.






A formula sheet will be provided.  It will include the following:

Theorem B, p. 355 (Derivatives of inverse trig functions)

The definitions of sinhx and coshx 
(from this can find derivatives for these and the other hyperbolic functions)

#13-17 of the Integral Forms on p. 372





Note then that the formula sheet will NOT include:

Integral Forms #1-12 on p.372 (most of these known from Calculus I and
 from previous sections)

Derivatives of ln x, e^x and a^x and the corresponding integral formulas

A description of the method of integrating factors

A formula for the solution of dy/dt = ky (exponential growth or decay), 
so you should either remember that the solution has the form y = C e^(kt) or
 know how to solve the differential equation by separation of variables.