Math, asked by angeltandi105, 2 months ago

prove that root p is irrational where p ia a prime number​

Answers

Answered by santwanamohanty3
0
Let √p be a rational number. Let,√p=a/b,where a and b are integers and b is not = 0. Therefore,p divides a2. ... Hence,√p is an irrational number.
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