Practice Quiz 1
Follow the same procedures for saving and reporting as in the previous 3 worksheets.
1. State the Fundamental Theorem of ARITHMETIC and use MAPLE to demonstrate it.
2. State the Binomial Theorem and use MAPLE to demonstrate it.
3. Explain in complete detail why every power of an odd integer must be an odd integer.
4. Provide an example which clearly demonstrates that the MAPLE command
convert(decimal expression , fraction) is not an "exact algorithm."
5. How many ways can this class be divided into groups of 2? (This is NOT the
same as asking "How many groups of 2 can be chosen from the class".)
6. Provide the first 10 rows of Pascal's triangle.