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Mathematics
Problem
A polynomial
k
(
x
)
k(x)
k
(
x
)
has a graph that is symmetric about the origin and tends to
−
∞
-\infty
−
∞
as
x
→
∞
x\to\infty
x
→
∞
. Answer the following: (a) Is the degree of
k
(
x
)
k(x)
k
(
x
)
even or odd? (b) Is the leading coefficient positive or negative?
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