Question

Kjujhbavsсколько будет 10^(1 - lg5)?

Answer 1

10^(1 - lg5)=10^1/10^lg5=10/5=2

Answer 2

Calculating 10^(1 - lg5)

To calculate 10^(1 - lg5), we can use the properties of logarithms and exponents. The expression 10^(1 - lg5) can be rewritten as 10^1 / 10^lg5. Since 10^1 is simply 10, we need to calculate 10^lg5 to complete the expression.

Using the properties of logarithms, we can rewrite 10^lg5 as 5, since 10^lg5 = 5.

Therefore, 10^(1 - lg5) = 10 / 5 = 2.