Rational Exponents

Rational exponents in the field of mathematics can be defined as a fractional number play a role of exponents for nay number. To understand this concept we need to first understand the definition of rational number and definition of exponents. In mathematics, exponents can be define as a power of any number which shows no. of times a number can multiplied by itself. The mathematical representation of an exponent can be defined by following given notation that is a^b .

The above mathematical notation can be define as exponential representation where ‘a’ and ‘b’ are integer value and the value of a can be consider as base value and value of b can be consider as value of exponent. On the side Rational can be specified as a number which is able to represent two integer values in the form of quotient. Suppose x and y are two different integer value then they can be represented as x / y form.

Now we come to the point that is rational exponent, it can be define as a number where base value has a power of any fractional number. These are also able to for representing an integer and nth root value. Some of the popular rational exponents are square root exponents, cube root exponent and 4th root exponent. Suppose there is a number 5, now it can be represented as 5^1/2 = √5, 5^1/3 = ³√5,

5^1/4 = ⁴√5 and so on. In mathematics, generally these are defined as:

X^y/z = ^z√xy.

In the field of chemistry the Properties of Acids can be define as feature of acids with different chemical in different situations. In India, those school who affiliated from ICSE board then they have to follow icse syllabus 2013 for better result.  In the next session we will discuss about Geometric Progression.