In most of the cases the anti-logarithm will not be used directly, but it will be processed to a logarithm form. There are many applications, when the anti-logarithm is used, for example: Antilog1020 Antilog1031 Antilog1040 Antilog1043 Antilog1050 Binary Search We need to show some logarithms using antilogarithm. Digits on the left or right side of 1, as well as zeros in the denominator are ignored so that the final result will be in the base of 2. The computation is done using this formula:

` { ln x = ln a + b * a = 1 * b = x / a }`

In the example below we use the antilogarithm of 10 to find the anti-logarithm of the number 11 in the base of 10.

”Finally, we used antilog table to calculate the antilog values. Using the antilog table, the antilog value of fasting SFRP5 was 0.77 and it was significantly different from the antilog value of SFRP5 in normal-weight subjects (0.88) and obese/overweight subjects (1.01).”

With the combination of log and antilog, it is very simple to calculate antilog to the logarithm of a number. This is important when calculating the antilog of a number. Below are a few examples of log and antilog

`Calculate: 2.1Calculate: 2.1<(1-log[12+2])Calculate: antilog[12+2]Calculate: antilog[1-log[12+2]]`