Question

A set of pair of irrational number whose sum is irarational

Answer 1

Answer:

Two irrational numbers whose (i) sum is rational are 10 + 2√5 and 5 - 2√5 Checking: Sum of these two irrational numbers = 10 + 2√5 and 5 - 2√5 = 15 (a rational number) (ii) product is rational are 10 + 2√5 and 10 - 2√5 Checking: Product of these two irrational numbers = (10 + 2√5) (10 - 2√5) = (10)2 - (2√5)2 = 100 - 20 = 80 (a rational number) (iii) quotient is rational are 10√5 and 5√5 Checking: Quotient of these two irrational numbers = (10√5)/(5√5) = 2 (a rational number)

please mark as a Brainliest...

Answer 2

Step-by-step explanation:

The pair of irrational numbers are ‹2 and ‹3