Logarithm is used in scientific and mathematical calculations in order to depict perceived levels of measurable quantities such as electromagnetic field strength, visible light and sound energy. They essentially have the same meaning but are expressed in a different manner and order.

So for example, if 2 3 = 8 is expressed in exponentiation because 2 × 2 × 2 = 8, the inverse of that, which is the logarithm of 8 with respect to 2 is equal to 3, expressed as log2 8 = 3.

Logarithm is denoted as 'logb (x) = r' or said as 'the logarithm of x with respect to base b' or 'the base-b logarithm of x,' where b is the base, x is the value and r is the logarithmic value or the exponent. (The exponent '3' says to use the 5 three. (The exponent '2' says to use the 8 two times in a multiplication.) Another example: 53 5 × 5 × 5 125. It is written as a small number to the right and above the base number. What are exponents in math Exponents in math are typically superscript numbers or variables written beside another number or. The exponent of a number says how many times to use that number in a multiplication. An example of an exponent is the mathematical term used to represent 4x4x4.

In exponentiation, a final value is determined after raising a base value with its exponent, while in logarithm, the final value and base are already known and the exponent is the value in question. What does exponents mean math An exponent is defined as a math term that denotes the number of times a number must be multiplied by itself. Logarithm is the reverse of the operation of exponentiation, which is raising a number according to a power.

Other words for exponent in math