Question

If log3^30 = a, If log5^30=b, write log, 75 in terms of a &b​

Answer 1

Step-by-step explanation:

answer is 2b+a/30

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Answer 2

Answer:

$log(3) = a \div 30 \\ log(25) = b \div 15 \\ so \: log75 = log25 \times 3 \\ = log(3) + log( {5}^{2} ) = a \div 30 + b + \div 15 \\ = (a + 2b) \div 30$

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