Value of Log 4
Define Logarithm.
A logarithm is the exponent to which a specific base must be raised to obtain a given number. It represents the power to which a base is raised to produce a given result.
What is the Value of Log 4 in Base 10?
The value of log 4 in base 10 is approximately 0.6021.
What is the Value of Log 4 in Base e?
The value of log 4 in base e (natural logarithm) is approximately 1.3863.
What is the Value of Log 4 in Base 2?
The value of log 4 in base 2 is exactly 2, because 22 equals 4.
What is the Value of Antilog 4?
The antilog of 4 is 10,000. In other words, 104 equals 10,000.
Value of Log 4
Value of log(4) is 1.3863 in base e (natural logarithm) and 0.6021 in base 10 (common logarithm). Logarithm is a mathematical function that expresses the power to which a base must be raised to produce a given number or we can say it is a different way to represent the exponent.
In this article, we will learn about the value of log 4 in different base such as 10, e, 3, and 2 and also learn about the methods from which we can find the value of log 4.
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