A cubic polynomial whose graph passes through the points (1, 3), (2, -2), (3, –5), (4, 0) is of the form p(x) = ao + aįx + a2x2 + az3 x3 Find all coefficients of p(x) and estimate p(-1). ao = = Ip az = az = p(-1) =

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A: Given that: A polynomial has zeroes as -2, 0, 2 and passes through (-4, 16).

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Q: 7. Find a polynomial of degree 3 with zeroes -3, 2 and 3, passing through the point (0, 12).

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Q: A polynomial which goes through the point (1,4) and has zeros at x=0,x=3 and x=-2

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