Two students A and B solve an equation of
the form `x^(2)+px +q=0` . A starts with a
wrong value of p and obtains the roots as
2 and 6. B starts with a wrong value of q
and gets the roots as 2 and -9. What are the
correct roots of the equation ?

Two condidates attempt to solve a quadratic equation of the form x^(2)+px+q=0 . One starts with a wrong value of p and finds the roots to be 2 and 6. The other starts with a wrong value of q and finds the roots to be 2 and -9 . Find the correct roots and the equation.

A and B solve an equation x^(2)+px+q=0. Insolving A commits a mistake in reading p and finds the roots 2 and 6 and B commits a mistake in reading q and finds the roots 2 and -9. Find the correct roots.

If p and q are the root of the equation x^(2) - px + q = 0 , then what are the vlaues of p and q respectively ?