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Find All Real Zeros of the Polynomial f(x)=x4+7x3+6x2f ( x ) = x ^ { 4 } + 7 x ^ { 3 } + 6 x ^ { 2 }

Question 48

Multiple Choice

Find all real zeros of the polynomial f(x) =x4+7x3+6x2f ( x ) = x ^ { 4 } + 7 x ^ { 3 } + 6 x ^ { 2 } and determine the multiplicity of each.


A) x=0, multiplicity 2;x=1, multiplicity 1;x=6, multiplicity 1x = 0 \text {, multiplicity } 2 ; x = - 1 \text {, multiplicity } 1 ; x = - 6 \text {, multiplicity } 1
B) x=1, multiplicity 2;x=6, multiplicity 2x = 1 , \text { multiplicity } 2 ; x = 6 , \text { multiplicity } 2
C) x=0, multiplicity 2;x=1, multiplicity 1;x=6, multiplicity 1x = 0 \text {, multiplicity } 2 ; x = 1 \text {, multiplicity } 1 ; x = 6 \text {, multiplicity } 1
D) x=1, multiplicity 2;x=6, multiplicity 2x = - 1 , \text { multiplicity } 2 ; x = - 6 , \text { multiplicity } 2
E) x=0, multiplicity 1;x=1, multiplicity 1;x=1, multiplicity 1;x=6, multiplicity 1x = 0 , \text { multiplicity } 1 ; x = 1 , \text { multiplicity } 1 ; x = - 1 , \text { multiplicity } 1 ; x = 6 \text {, multiplicity } 1

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