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Circle the correct term or number to complete each sentence.

1. The sets of rational numbers and irrational numbers combine to make the (whole, real) numbers.

2. The product of \(3\text{a}^{2}\text{b}\) and \(-3\text{a}^{2}\text{b}\) is \((-9\text{a}^{4}\text{b}^{2}, \text{a}^{4}\text{b})\).

3. You would use the (Power of a Product rule, Product of Powers rule) to simplify the expression \((\text{p}^{2}\text{r})^{4}\).

4. The expression \(\cfrac{6^{2}\cdot2^{6}\cdot8^{4}}{6\cdot2^{3}\cdot8^{3}}\) is equal to (384, 288).

5. Another way to write \((9^{4})^{7}\) is \((9^{11}, 9^{28})\).

6. \(3^{-4}\) is equal to \((-81, \cfrac{1}{81})\).

7. Scientific notation is when a number is written as a product of a power of 10 and a factor greater than or equal to 1 and (less than, less than or equal to 10).