Prove the following equations.
log50.00125 = 3 - 5log510
log50.00125 = 3 - 5log510
Let us consider the RHS:
i.e. 3 - 5log510 = 3log55 - 5log510(∵ logaa = 1)
= log553 - log5105
(∵ logaMn = nlogaM)
= ![]()
(∵ loga(M ÷ N) = (logaM) - (logaN))
= log50.00125
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