Consider the polynomial function
f
(
p
)
=
−
p
5
+
5
p
4
−
2
p
2
−
5
\displaystyle {f{{\left({p}\right)}}}=-{p}^{{5}}+{5}{p}^{{4}}-{2}{p}^{{2}}-{5}
f
(
p
)
=
−
p
5
+
5
p
4
−
2
p
2
−
5
.
As
p
→
−
∞
\displaystyle {p}\to-\infty
p
→
−
∞
,
f
(
p
)
→
\displaystyle {f{{\left({p}\right)}}}\to
f
(
p
)
→
Select an answer
infty
-infty
0
As
p
→
∞
\displaystyle {p}\to\infty
p
→
∞
,
f
(
p
)
→
\displaystyle {f{{\left({p}\right)}}}\to
f
(
p
)
→
Select an answer
infty
-infty
0
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