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the quadratic polynomial, sum of whose zeroes -2 and products is -8
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Monic quadratic polynomials P(x) and Q(x) have the property that P(Q(x)) has zeros at x = -23, -21, -17, and -15, and Q(P(x)) has zeros at x = -59, -57, -51 and -49. What is the sum of the minimum values of P(x) and Q(x)? (A) - 100 (B) -82 (C) -73 (D) -64 (E) 0
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