| Square Roots | ||
| #1 | These have two factors that are identical | What are perfect squares? |
| #2 | The square root of 169 | What is 13? |
| #3 | The square root of x to the 2nd power | What is x? |
| #4 | Another name for the square root symbol is this | What is a radical? |
| #5 | The square root of (36x^4 y^6 ) | What is 6x^2 y^3? |
| Simplifying radicals | ||
| #1 | The product property of square roots says the square root of x times y is equal to this | What is the square root of x times square root of y? |
| #2 | The simplifed version of the square root of (12) is this | What is 2 root 3? |
| #3 | The simplifed version of the square root of (8w^4 ) is this | What is 2w^2 root 2? |
| #4 | The simplified version of the square root of (28w^6 ) is this. | What is 2w^3 root (7)? |
| #5 | We can't simplify the square root of (-9) because it is not this | What is 'a real number'? |
| Exponent Review | ||
| #1 | The rule for multiplying with the same base says I need to do this to the exponents | What is add them? |
| #2 | When I have an exponential number raised to a power, I do this to the exponents | What is multiply them? |
| #3 | To make a negative exponent positive, I do this | What is flip it or do the reciprocal? |
| #4 | The solution to (4) to the (-3) power | What is 1/64? |
| #5 | The solution to the product of (2 times y to the 2nd power) | What is 4 y to the 2nd power? |
| Extras | ||
| #1 | The solution to w in this equation: 2w + 3 = 13 | What is w=5? |
| #2 | 2, 3, -1, 4, -12, and 0 are examples of this type of number | What are integers? |
| #3 | The solution to the absolute value of the sum of 5 and (-15) | What is 10? |
| #4 | The property illustrated by this problem: 4(2 - 3) = (4x2) - (4x3) | What is the distributive property? |
| #5 | Rational numbers are defined as numbers that can be written as this in which the numerator and denominator are both integers | What is a quotient or fraction? |
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| Final Question | |
| Simplify the square root of 6 root 45 w to the 2nd power | What is 1620 |