Two roots of the equation x^3−3x^2+kx+75=0 are opposites. Find the values of all the roots and the constant k

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Two roots of the equation x^3−3x^2+kx+75=0 are opposites. Find the values of all the roots and the constant k​

Julia · Answer

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Mia

how did sam treated charley from the chapter – the third level

8) The solution of the equation 2x – y = 2 is ——.

A) (2,2) B) (5,2) C) (2,5) D)

(5,5)

1 thought on “Two roots of the equation x^3−3x^2+kx+75=0 are opposites. Find the values of all the roots and the constant k”

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Two roots of the equation x^3−3x^2+kx+75=0 are opposites. Find the values of all the roots and the constant k​

Mia

how did sam treated charley from the chapter – the third level​

8) The solution of the equation 2x – y = 2 is ——. A) (2,2) B) (5,2) C) (2,5) D) (5,5)​

1 thought on “Two roots of the equation x^3−3x^2+kx+75=0 are opposites. Find the values of all the roots and the constant k​”