Question

The antilog of the number $0.2015$ is equal to

• A. $\overline{1}.1591$
• B. $1.591$
• C. $0.01591$
• D. $15.91$

Answer 1

Answer: (B)

$1.591$

The number before decimal point is $0,$ so decimal point will be after $1$ digits.

Value of $0.2015$ from antilog table $=1589+2+=1591$

Now place a decimal point after $1$ digits of the number from left we get, $1.591$

Antilog $0.2015=1.591$

Hence, B is the correct option.