Question

Give one example of two irrational number whose
(i) sum is rational number
(ii) product is a rational number
(iii) Quotient is a rational number
(iv) Difference is on rational number

Answer 1

Answer :-

sum of two irrational no. never be a rational no.

ex:

√2+√2=2√2

√2+√3=can't solve

product of irrational no. can be a rational no. but not always

ex :

√2×√2=(√2)^2=2 and 2 is a rational no.

√5×√5=(√5)^2=5 and 5 is a rational no.

hope this will help you...