If log102 = x, express log1012.5 in terms of x
The correct answer is: D
Explanation
log1012.5 = log10 121/2= log1025/2
= log1025 - log102
= log1052 - log102
= 2log105 - log102
= 2log1010/2 - log102
= 2(1-x)- x
= 2 - 2x โ x
= 2 โ 3x
If log102 = x, express log1012.5 in terms of x