the quantity that a given logarithm stands; for example, in which log x equals y, then x could be the antilogarithm of y.

the amount of which a given quantity is the logarithm (to confirmed base).

the amount corresponding to a logarithm. The term is sometimes, though hardly ever, accustomed denote the complement of confirmed logarithm; also the logarithmic cosine equivalent to confirmed logarithmic sine.

In math: The complement for the logarithm of any sine, tangent, or secant as much as compared to 90 degrees.

As widely used, the amount corresponding to any logarithm.

the sheer number of which certain number may be the logarithm

the amount for which certain logarithm appears; like, where log x equals y, after that x could be the antilogarithm of y.

how many which certain number may be the logarithm (to certain base).

the quantity corresponding to a logarithm. The term happens to be often, though seldom, regularly denote the complement of certain logarithm; in addition the logarithmic cosine corresponding to a given logarithmic sine.

In mathematics: The complement of this logarithm of every sine, tangent, or secant up to that of 90 levels.

As commonly used, the quantity corresponding to virtually any logarithm.

how many which confirmed quantity may be the logarithm

## How would you define antilogarithm?