prove that 3 minus root 5 is irrational
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Answer:
ktgostosot to be at work by then but I will be there at me and I
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Step-by-step explanation:
3-√5
let us assume to contrary that 3-√5 is rational
then there must exist co-primes a and b (b should not equal to 0)
3-√5=a/b
-√5=a/b-3
√5=-a+3b/b
since,
a+3b/b is rational
hence,
√5 is also rational
but this contradicts the fact that √5 is irrational
hence our assumption is incorrect
and, 3-√5 is also irrational.
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