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Table of Contents:

Log_{b}x

Where b is Base and x is any number which has to be yield by multiplying b base number.

Log10(x)

In which 10 is raised to such number to get desire value of x

Log_{2}(x)

To get the value of x

Log (Logarithm) calculator is used to calculate logarithm logbx where b is base and x is a number. The logarithm of a number x for base b is the elevated exponent b to yield x.

**Log base 10**

Log10 calculator is a log equation solver used to calculate a log base 10 of the x number, generally lg(x) or log10(x). Log10 calculator is also known as decadic logarithm or common logarithm. The typical logarithm of x is the power to be increased to be 10 for a value of x. Such as common logarithm of 10 is 1 and for 100 it is 2.

This log equation calculator is used to measure the log base 2 of a number x which is usually written as lb(x) or log_{2}(x).

Another term binary logarithm is also used for log base 2 calculator. To obtain the value x, the binary logarithm of x is the force to which the number 2 must be lifted. For Example logarithm of 1 will be 0, the binary logarithm of 8 is 3 and the binary logarithm of 4 is 2. It is often used in the philosophy of computer science and knowledge.

What is log_{5 }(3125) =?

The question is how many 5 there will be needed to be multiplied by each other to get 3125.

5x5x5x5x5=3125

Hence we came to when five 5s are multiplied by each other we get the value 3125.

Log_{5 }(3125) = 5

Log (1000) =?

What will be the power of base 10 so the answer will be 1000?

Log (1000) = 3

Because 10^{3 }=1000

Log_{2} 8 =?

So what will be the power of 2 to get the value of x = 8?

As 2x2x2 = 8

So

Log_{2} 8 = 3