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Let n=logpn=\log p And m=logqm=\log q What Is logp6q7\log \frac{p^{6}}{q^{7}} ?
A) n6m7\frac{n^{6}}{m^{7}}

Question 1

Multiple Choice

Let n=logpn=\log p and m=logqm=\log q . What is logp6q7\log \frac{p^{6}}{q^{7}} ?


A) n6m7\frac{n^{6}}{m^{7}}
B) (nm) 1\left(\frac{n}{m}\right) ^{-1}
C) (nm) 1(n-m) ^{-1}
D) 6n7m6 n-7 m

Correct Answer:

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