Question
The graph of y = f(x), where f(x) is a quadratic
polynomial meets thex-axis at A(β2, 0) and B(β3, 0), then the expression for f(x) isSolution
We are given that the quadratic polynomial y=f(x) meets the x-axis at: Identify the Roots Since the graph touches the x-axis at x=β2 and x=β3, these are the roots of the quadratic equation. Write the Quadratic Expression A quadratic polynomial with roots x=β2 and x=β3 is = f(x) = k(x+2)(x+3), where k is a constant. Expand Hence, k (x2+5x+6), where k is any constant.
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