Prove that is an irrational number.
Prove that the following is irrational : 1√
Prove that (4−5√) is an irrational number.
Show that root 3 +root 5 is an irrational number
Prove 7/3√2 an irrational??
Which of the following is irrational?
The product of a non – zero rational and an irrational number is
A) Always irrational
B) Always rational
C) Rational or irrational
Show that 3√ is irrational.
If p is a prime number , then prove that √p is irrational.
Prove that is irrational
The numbers which have a non-terminating and non-repeating decimal expansion or cannot be represented in the form of pq (q is not equal to '0') are known as numbers.
A circle has a radius of 5 cm. What is the nature of its perimeter?
If p, q are prime positive integers, prove that √p+ √q is an irrational number.
My doubt: how to find whether √p is an irrational number???
Prove that for any prime positive integer p , √p is an irrational number.
(a) an integer
(b) a rational number
(c) a natural number
(d) an irrational number