Math, asked by ravi1838, 1 year ago

prove that √2is not a rational number

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Answered by ruchika1977

Answer:

Step-by-step explanation:

Answered by snas217236

Answer:

Euclid's proof starts with the assumption that √2 is equal to a rational number p/q. From this equation, we know p² must be even (since it is 2 multiplied by some number). Since p² is an even number, it can be inferred that p is also an even number. ... Hence √2 is not a rational number.03

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