Question

difference is an irrational 2 example

Answer 1

An irrational number is a number that cannot be expressed by the ratio of two integers.π is the most common example of an irrational number. When written as a decimal, pi seems to contain an infinite number of digits. Thisis one fundamental characteristic of irrational numbers.For example, 2.5 is rational for both of these reasons. It has a finite number of repeating decimal points, which implies it can be written as the ratio of two integers. In this case, it’s 5/2.The number 2 can indeed be classified as a real, rational number in this sense. It has a whole number of decimal places, which implies it can be written as the ratio of two integers. The most simple way to do this is 2/1, but one can also write it in many other ways, such as 4/2, 6/3, e.t.c.In short, 2 is definitelynot irrational.

Answer 2

Irrational no.is a kind of no. which cannot be represented in a ratio or it is non- terminating and non- repeating no.
Eg:π

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