If a and b are integer such that a?>b2 then a > b3
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if a and b are positive numbers,
then (a+b) will also be a positive number.
a ^2−b ^2=(a+b)(a−b)
it is given that (a ^2 −b ^2 ) is a prime number so, its factors can be only 1 and itself,
and (a+b) is a positive integer so, (a−b) should be equal to 1
a ^2 −b ^2 =(a+b)
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A Straight line intersecting a circle at two point is called
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