Question

the sum of two irrational numbers may not be irrational support this by giving example​

Answer 1

Step-by-step explanation:

Sum of two irrationals can be rational or irrational.

Example for sum of two irrationals being irrational

2–√ is irrational. 2–√+2–√=22–√ which is again irrational.

Example for sum of two irrationals being rational

2–√ and 1−2–√ are irrational. (Note that 1−2–√ is irrational from the second statement.) But, 2–√+(1−2–√)=1 which is rational.

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