35. If the equations x2 + px + q = 0 and x2 + p'x+q' = 0 have
a common root, prove that, it is either (pq'-p'q)/q-q' or (q-q')/p'-p
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Hope this solution will help you
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pallabnag:
thank you but I have already done that by myself
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correct answer is (q'-q)/(p-p')
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