Find all the zeros of polynomial x 4 + x cube - 34 x square - 4 x + 120 if two of its zeros are 2 and -2
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Answer:
Step-by-step explanation:
eq
n
=x
4
+x
3
−34x
2
−4x+120
x
3
(x+2)−x
2
(x+2)−32x(x+2)+60(x+2)
(x
3
−x
2
−32x+60)(x+2)
{x
2
(x−2)+x(x−2)−30(x−2)}(x+2)
(x
2
+x−30)(x−2)(x+2)
(x+6)(x−5)(x−2)(x+2)=0
so x=−6,5,2,−2
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