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Determine the equation of a quadratic function that satisfies each set of conditions. a) xintercepts 1 and 1, yintercept 3 b) xintercept 3, and passing through the point (1, 2) c) xintercepts 1/2 and 2, yintercept 4 Please
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: In case of a quadratic function, why are there two xintercepts and one yintercept? Let's say x^2 = y, which is a quadratic function. For every value of y, there are two possibilities for x. For example, if y is 4, x can either
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