Prove that 5-3√2 is an irrational no.
Answers
Answered by
0
beacause under root 2 cant be solved so it is irrrstional
Answered by
0
Answer:
Let 5-3√2 is rational
so 5-3√2 = p/q. (where p and q are integers)
√2 = p/5q x 3
this contradiction that p/5q x 3 is a rational number so √2 also
but this contradicts fail that √2 is irrational
5-3√2 is irrational
Similar questions