Using logarithm table evaluate 0.085^3

Answer 1

Using a logarithm table, we need to find the logarithm of 0.085 first.

The logarithm of 0.085 is -1.0702 (approximately), as shown in the logarithm table.

Now, we need to multiply this logarithm by 3 because we want to evaluate 0.085^3.

-1.0702 * 3 = -3.2106 (approximately)

Finally, we need to take the antilogarithm (or exponentiation) of -3.2106 to find the value of 0.085^3.

The antilogarithm of -3.2106 is approximately 0.0006315.

Therefore, 0.085^3 is approximately equal to 0.0006315.