Prove by MI that 8n 2 N, Suppose that q is some fixed positive integer. Use MI to prove that 8 integers n > = q, Use the Binomial Theorem to prove that A non-recursive Square and Multiply...

Prove by MI that 8n 2 N,

Suppose that q is some fixed positive integer. Use MI to prove that 8 integers n > = q,

Use the Binomial Theorem to prove that

A non-recursive Square and Multiply Algorithm to calculate (b) n. Precondition: n is a positive integer and b is of any type that can be multiplied. Post condition: the value returned is equal (b) n.

Chapter 4