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Antilog Calculator

The antilogarithm, often referred to as "antilog," is the inverse operation of finding the exponent to which a given base must be raised to produce a specific number. In simpler terms, it is the inverse function of the logarithm. Calculating antilogs is particularly useful in various mathematical and scientific calculations, especially when dealing with exponential growth or decay.

How Does the Antilog Calculator Work?
The calculator raises the given base to the power of the entered logarithm value to compute the antilog.
When Should I Use an Antilog Calculator?
An antilog calculator is beneficial in scenarios where you need to find the original value from its logarithm, aiding in exponential calculations and solving exponential equations.
What is the Formula for Calculating Antilog?
Antilog(x)=Basex
Solved Illustrated Examples
Example 1:
Calculate 103.5 (antilog of 3.5 with the base 10).
Antilog(3.5) = 103.5 = 3162.2776

Example 2:
Find e2.7 (antilog of 2.7 with the base e).
Antilog(2.7) = e2.7 ≈ 14.8797

Example 3:
Determine 24.2 (antilog of 4.2 with the base 2).
Antilog(4.2) = 24.2 ≈ 18.3797

Example 4:
Calculate the antilog of 2.5 with the base of 3.
Antilog(2.5) = 32.5 ≈ 15.59

Example 5:
Determine the antilog of -1 with the base of 2.
Antilog(-1) = 2-1 ≈ 0.5

Example 6:
Determine the antilog (base 2) of 3.2.
Antilog2(3.2) = 23.2 ≈ 9.1896

Note: The symbol ≈ means approximately equal to
Antilog Table
BaseLogarithm ValueAntilog Result
102.5316.2278
e1.86.0496
23.29.1896

FAQs

Is the antilog the same as raising a number to a power?
Can the antilog be negative or zero?
Are there specific bases for antilogs?
Can I find the antilog of any number with any base?
What if the logarithmic value is negative?
Is there any relation between logarithm and antilog?

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