prove the √7 as irrational number
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let,us assume√7 is rational number.
Rational number has written by p/p.
so,√7=p/q
…q√7=p
both sides are square.
(q√7)²=(p)²
q²49=p²
49=p²/q²
√49=(√p/q)²
√7=p/q
so,√7is a irrational no
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