Give that root2 is irrational number prove the (5+3root2) is an irrational number
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Where b is not equal to 0
a and b are co-primes.
(by squaring two sides)
So, b is a factor of 2
Since a and b are having 2 as a common factor, this contradict our assumption that a and b are co-primes
Prove
Where a and b are integers and b is not equal to 0
Irrational is not equal to rational
So, this contradicts the assumption that
Hope helped
Where b is not equal to 0
a and b are co-primes.
(by squaring two sides)
So, b is a factor of 2
Since a and b are having 2 as a common factor, this contradict our assumption that a and b are co-primes
Prove
Where a and b are integers and b is not equal to 0
Irrational is not equal to rational
So, this contradicts the assumption that
Hope helped
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