Find all the zeros of the function and write the polynomial as a product of linear factors. Y⁴ - 2401 A)±7; (y - 7)(y + 7) B)±7,±7i; (y - 7)(y + 7)(y - 7i)(y + 7i) C)7,7i; (y + 7)(y + 7)(y - 7i)(y - 7i) D)±7i; (y - 7i)(y + 7i) E)±7,±7i; (y - 7)(y - 7)(y + 7i)(y + 7i)

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Quizplus · Accepted Answer

The given function is a polynomial equation that, when factored completely, reveals all its zeros. The zeros ±7 and ±7i correspond to the factors (y - 7), (y + 7), (y - 7i), and (y + 7i), respectively, indicating that the polynomial can be expressed as a product of these linear factors.

Find All the Zeros of the Function and Write the Polynomial