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Can some please help me check over my work: 9: (7c^7d^2)^-2 10. x^5y^-8/x^5y^-6 11. 12a^-3b^9/21a^2b^-5 12. m^-5n^6p^-4/m^-7np^3
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Only if you say what you got can we check the outcome.
9. ? 10: 1/y^2 11. ? 12. n^5/m^2p^7
can you help me with 9 & 11
\[(7c^7d^2)^{-2}=\frac{1}{(7c^7d^2)^2}=\frac{1}{49c ^{14}d ^{4}}\]
\[\frac{12x ^{-3}b^9}{21a^2b ^{-5}}=\frac{12b^9b^5}{21a^2a^3}=\frac{4b ^{14}}{7a^5}\]
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10 is correct.
\[\frac{m ^{-5}n^6p ^{-4}}{m ^{-7}np^3}=\frac{m^2n^5}{p^7}\]
That's number 12. You had it right except for the m^2 is on the top.
Oh okay, Thank you so muchh!
yw
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