Find the antilog of the logarithm. Round the answer to six decimal places.
-2.6084
A)405.882195
B)1.823224
C)0.002464
D)0.073652

Question

Quizplus · Accepted Answer

Antilog, also known as exponential function:

antilog(x) = 10^x

antilog(2.6084) = 10^(2.6084) = 405.882195 (rounded to six decimal places)

Therefore, the answer is A) 405.882195. To find the antilog, we use the exponential function with base 10. So, antilog(2.6084) = 10^2.6084 = 405.882195 rounded to six decimal places. Therefore, the best choice is A.

Find the Antilog of the Logarithm