5752682
Description
Flashcards by Math I Get it, updated more than 1 year ago
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Created by Math I Get it
almost 8 years ago
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| Question | Answer |
| Simplify. All answers should be written using positive exponents. \[(x^4y^{-6}z^{-4})^3\] | \[\frac{x^{12}}{y^{18}z^{12}}\] |
| Simplify. All answers should be written using positive exponents. \[(g^{-7}h^{2}k^{-2})^4\] | \[\frac{h^{8}}{g^{28}k^{8}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{64x^{12}}{81g^{14}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{9k^{8}}{16d^{6}}\] |
| Simplify. All answers should be written using positive exponents. | 1, because of the Zero Exponent Property |
| Simplify. All answers should be written using positive exponents. | 1, because of the Zero Exponent Property |
| Simplify. All answers should be written using positive exponents. | \[\frac{8k^{18}y^{30}}{27x^{15}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{27x^{6}h^{9}}{64m^{21}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{1}{k^{24}y^{27}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{1}{k^{15}y^{15}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{k^4c}{6y}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{5w^5y^9}{4k^5}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{49a^4}{81b^6c^{20}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{36c^2}{25a^{16}b^{10}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{9h^8}{4b^{8}c^{10}}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{4c^6}{49m^{10}k^{16}}\] |
| Simplify. All answers should be written using positive exponents. | 1 because everything inside the brackets simplifies to being raised to the 1 power which then equal \[(1)^8\] which will equal 1 |
| Simplify. All answers should be written using positive exponents. | 1 because everything inside the brackets simplifies to being raised to the 1 power which then equal \[(1)^6\] which will equal 1 |
| Simplify. All answers should be written using positive exponents. | \[\frac{8}{27}\] |
| Simplify. All answers should be written using positive exponents. | \[\frac{25}{81}\] |
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