Solve this quadratic equation for using quadratic formula.
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First , finding discriminant D=b²-4ac
D=(p²-q²)² -4×p²×-q²
= p⁴+q⁴-2p²q²+4p²q²
=p⁴+q⁴+2p²q²
=( p²+q²)²
So, √D=p²+q²
Now by quadratic formula,
x=. -b+_√D/2a
=. - (p²-q²) + p²-q²/2p²
=0/2p²
x=0
And,
x= -(p²-q²)-(p²-q²)/2p²
= -2(p²-q²)/2p²
= q²-p²/p²x
=(q²/p²)-1
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