If log10 g = k, find the value of log10 g^2

Solve log10(8 x) − log10(1 + √x) = 2 for x.

Simply 1 /2 log10 25-2 log10 3+ log10 18

Log35+Log10√2-Log10√7

Log10^2=0.3010and log10^3=0.4771 evaluate log10^45

Log10 x=-2 find x

Find the value of x if log10 (10+9 x) _ log 10 (11_x )=2

Log10^75+2log10^2-log10^3

Convert log10 (x)-log10 (y) into single logarithm

Evaluate Log10 (13/3) + log10 (186/65) - log10 (31/25)

Solv log10(6) + log10(45)-Log10(27)

Asked by Kevin C