What is the value of a?
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Answer:
10^b/c
Step-by-step explanation:
log10(a) = b - log10(c)
log10(a) = b*log10(10) - log10(c) [ loga(a) = 1]
log10(a) = log10(10^b) - log10(c) [ nlog(a) = log(a^n) ]
log10(a) = log10(10^b/c) [ log(b) - log(a) = log(b/a) ]
By comparing we get that a = 10^b/c
Answered by
0
Answer:
try your self
Step-by-step explanation:
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