1) List and discuss two different reasons for logic minimization. Under what circumstances would the simplest implementation not be desirable?
2) Explain three different algebraic methods that can be used to minimize equations. In your explanation write generalized equations to show how each method is used. Notice the requirement is to explain, don't just write them down.
3) Is !A OR !B the same as !(A OR B)? Why or why not?
4) Draw two different circuits that can implement a NAND function using inverters and AND gates.