Problem:
Find two numbers, x and y, such that their sum results in an irrational number.
Solution:
Let's consider x = √2 and y = -√2.
The sum of x and y would be:
x + y = √2 + (-√2)
= 0
Since the sum is 0, which is a rational number, it does not satisfy the condition of having an irrational sum.
It is not possible to find two distinct numbers whose sum is an irrational number.
Create a problem where the sun of the two numbers is an irrational number
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