Margie Marx
2021-12-09
SlabydouluS62
Skilled2021-12-10Added 52 answers
Step 1
Given data is :
Zeroes are (2+i) and 0
Find the polynomial of third degree f(x)
Step 2
One of the provided roots is intricate. There are complex roots in conjugate pairs
If one roots is 2+i then other roots is (2-i)
Therefore zeroes are (2+i), (2-i) and 0
Polynomial f(x) is given as
f(x)=(x-0)(x-(2+i))(x-(2-i))
=x[(x-2)-i][(x-2)+i]
Therefore , the polynomial f(x) is
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