PROBLEMS 1.) Find a linear function such that and . 2.) Solve for : 3.) Prove that the product of consecutive numbers is always divisible by . 4.) Prove that if is prime, and are integers, and , then . SOLUTIONS AND PROOFS Post Date: October 20, 2009 1. Solution: This is just the same as […]

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# Problems Sets

## Problem Set 1

PROBLEMS 1.) The sum of two numbers is and there difference is . What are the two numbers? 2.) Find the values of and if: 3.) Prove that 4.) Define and a.) Prove that b.) Prove that SOLUTIONS AND PROOFS Posted October 13, 2009 1.) Solution: Let and be the two numbers. Then, and . […]

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