Gien that Log10^2 = 0.3010, log10^3= 0.4771and log10^5 =0.6990 find log 10^35 - log10^17.5

Answer 1

To find log10^35 - log10^17.5, we can use the logarithmic properties:

1. log10^35 - log10^17.5 = log10^(35/17.5) (property: log(a) - log(b) = log(a/b))
2. log10^(35/17.5) = log10^2

Since log10^2 = 0.3010, the answer to log10^35 - log10^17.5 is 0.3010.