Let's try a proof by contradiction (because it isn't rational). Try and follow along the best you can.
√2 = p/q
2 = p2/q2
2q2 = p2
This means that 2q2 (an even number) is equal to another number squared. But this means that p is even, because p2 is even, and only an even number sqaured is an even number. Lets replace p with 2b (because its twice a number because it's even).
IMMA DO THE THINGS THAT I WANNA DO, I AIN'T GOTTA THING TO PROVE TO YOU. I EAT MY CANDY WITH THE PORK AND BEANS!
TO BE CONTINUED
The square root of 2 is an irrational number
that depends on the number. sqrt(2) is irrational, sqrt(4)=2 is rational
it is rational
It is equal to 21/2 which is a rational number
The square root of 29 is an irrational number.
The square root of 2 is an irrational number
no it is an irrational number
The square roots of 2 and 3 are irrational but not transcendent.
It is rational. The root of a perfect square, such as 4, is rational; the root of any positive integer that is not a perfect square is an irrational number.
1, 2 are rational and square root of 2 and pi are irrational.
irrational
irrational
It is irrational
that depends on the number. sqrt(2) is irrational, sqrt(4)=2 is rational
Square root of 10 is irrational.
No; √2 is irrational.
No, they are -*2 or + 2, both of which are rational.