Each of M and N is a
positive real number that satisfies the following simultaneous equations:
Determine the value of log
35(28) in terms of M and N.
14^M = 7
14^N = 5
35 = 14^(M+N)
log14(35) = M+N
log28(35) = (M+N)/log14(28)
log35(28) = log14(28)/(M+N)
= (M + log14(4))/(M+N)
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Posted by Charlie
on 2023-01-22 11:02:41 |