prove this statement .
a linear polynomial have one and only one zero
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A linear polynomial will have only one zero. True or False? According to the Fundamental Theorem of Algebra , a polynomial with degree '' has n roots, which may include complex roots. Since is of the degree , it will have only 1 root (zero).
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Answer:
t = -b/a
Step-by-step explanation:
A lineae polynomial is of the f (t)=at+b for same coefficient a, and b, a not equal to 0 over a field f. a root of a polynomial f is a value satifying f (t)=0
f (t)=0》t=-b/a
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