2011/12 AHSMC Part 1 Problem 8
Problem 8 of 16
Let be a quadratic polynomial. If , and , then the value of is
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Solution
Note that is a linear polynomial. Since and , we have . Hence . The answer is (B).
Problem 8 of 16
Let be a quadratic polynomial. If , and , then the value of is
Note that is a linear polynomial. Since and , we have . Hence . The answer is (B).