IDENTIFICATION: Give what is being ask. Write it in your answer sheet 1. When an exact answer is asked, we must express it as a radical expression in 2. Give an example of a radical expression? 3. Numbers such as 4,9 , and 25 whose square roots are integers are called perfect 4. Numbers such as 8,27 , and 125 whose cube roots are integers are called perfec 5. It is the process of eliminating the radical expression in the denominator, 6. It is the reverse process of raising a number to the second power. 7. Any number raise to the exponent of zero is 8. If negative number multiplied to a negative number, its product is 9. If a positive number is added to another positive number, the sum is 10. If a number is multiplied to 1 , the product is 11. In product of powers, exponent is being 12. If a number is multiplied by zero, the product is

Certainly! Here are the answers to each of your identification questions: 1. **When an exact answer is asked, we must express it as a radical expression in _simplest form_.** 2. **An example of a radical expression is _√7_.** 3. **Numbers such as 4, 9, and 25 whose square roots are integers are called _perfect squares_.** 4. **Numbers such as 8, 27, and 125 whose cube roots are integers are called _perfect cubes_.** 5. **It is the process of eliminating the radical expression in the denominator, _rationalizing the denominator_.** 6. **It is the reverse process of raising a number to the second power, _taking the square root_.** 7. **Any number raised to the exponent of zero is _1_.** 8. **If a negative number is multiplied by a negative number, its product is _positive_.** 9. **If a positive number is added to another positive number, the sum is _positive_.** 10. **If a number is multiplied by 1, the product is _the same number_.** 11. **In product of powers, exponents are being _added_.** 12. **If a number is multiplied by zero, the product is _zero_.** --- **Summary of Answers:** 1. **Simplest form** 2. **√7** (or any other valid radical expression) 3. **Perfect squares** 4. **Perfect cubes** 5. **Rationalizing the denominator** 6. **Taking the square root** 7. **1** 8. **Positive** 9. **Positive** 10. **The same number** 11. **Added** 12. **Zero** Feel free to write these down on your answer sheet as required!