what is√n ,if n is not a perfect square number
Answers
Answered by
0
Answer:
Obviously this equation implies that a perfect square number is equal to a number which is not a perfect square, which contradicts the fundamental theorem of Arithmetic. Hence √n is irrational unless n is a perfect square.
Answered by
0
Answer:
(t^2). Obviously this equation implies that a perfect square number is equal to a number which is not a perfect square, which contradicts the fundamental theorem of Arithmetic. Hence √n is irrational unless n is a perfect square.
Similar questions