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Some Important Problems related to Quadratic Equations:

a) If the sum of the root of the quadratic equation [1/(x + m)] + [1/(x + n)] = 1/p is 0, then show that the product of the roots is -[(m

a) If the sum of the root of the quadratic equation [1/(x + m)] + [1/(x + n)] = 1/p is 0, then show that the product of the roots is -[(m

^{2}+ n

^{2})/2]

Now by using the above method, we can easily solve the following examples.

A few more problems on Quadratic Equations related to factors will be discussed in the next Blog.