WIIVING Date Page No. Shivalal 1. Activity -To show that 13 is an irrational number.
Answers
Answered by
2
Answer: The rational root theorem guarantees its roots aren't rational and since √13 is a root of the polynomial, it is irrational. Let √p=mn where m,n∈N. and m and n have no factors in common. So mn can not exist and the square root of any prime is irrational.
Similar questions