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Mathematics, 07.06.2021 06:30 alejandrosaaved1
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Find a third-degree polynomial equation with rational coefficients that has the giver roots: 4 and 4i
5-β6 and -2+β10
option1=5-β6 and -2-β10
option2=5+β6 and -2-β10\
option3=-5+β6 and 2-β10
Find a third-degree polynomial equation with rational coefficient that has the given roots:4 and 4i\
Use the following polynomial to answer the question below
x^5-3x^3+64x^2+15
state the number of complex roots
A.5
B.4
C.3
D.2
Possible number of imaginary roots.
A.1,3,or5
B.0,2,or4
C.2,4,or6
D.1,2, or3
Possible number of real roots
A.1,3,or5,
B.0,2,or4
C.2,4or6
D.1,2,or3
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