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Today, I will make you familiar with rational numbers. A rational number is defined as a number that can be written as a simple fraction i.e as a ratio or any number that can be formed by dividing one integer by the other integer. The word rational is derived from the word “ratio”. As the term ratio is used here, lets see what is it? In mathematics, ratio is a relationship between two numbers of the same kind or used to compare two different things. A rational number is expressed as a fraction p/q where, p and q are integers and n ≠ 0. We have algebraic expressions in the same way we have rational expressions, which means that there is a fraction in which the numerator ans/or denominator are polynomials. Let's focus on few examples of rational expressions, 5/ (x-6), (x²– 1)/ (y²+1), etc.

As ratios are related to rational numbers in the same way ratios are also related to proportions. A proportion is a name given to two ratios that are equal. It can be expressed as:

w/x = y/z, here, it is showing two equal fractions

or w:x = y:z, in this we are using colon to represent proportion. When we solve proportions we use to do cross product or cross multiplication.

w:x = y:z is written as w * z = x * y.