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#7 5log(baseB) Q +2log (baseB)Y A.log (baseB)(Q^5Y^2) B.(5+2)log (baseB)(Q+Y) C. Log (base B)(Q^5+Y^2) D.Log (baseB) (QY^5+2)
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well let me try this xD
solution is A
\[\log _{b}(p ^{n})=nlog _{b}p\]
5 log_B Q + 2 log_B Y = log_B Q^5 +log_B Y^2 since log_x Z + log_x Y = log_x ZY then the above can be simplified as ... log_B ((Q^5) * (Y^2)) which is A
I concur with bnb
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