Given that 3a+4p=cp + 1, express in terms of a, b and c
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we know log (ab) = log a + log b; remember their bases must be same or else that identity isn’t valid
log 15 = log 3 +log 5;
C = [log k/(log3 + log5)];
1/C = (log3 + log5)/log k;
1/C = (log3/log k) + (log5/log k);
1/C = 1/A + 1/B;
1/C = (A + B)/AB;
or C = (AB)/ (A + B);
Step-by-step explanation:
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