O
@
O
O
Which
of
the
following
describes
the
function
-x°
+
5?
(6
points)
The
degree
of
the
function
is
odd,
so
the
ends
of
the
graph
continue
in
opposite
directions.
Because
the
leading
coefficient
is
positive,
the
left
side
of
the
graph
continues
down
the
coordinate
plane
and
the
right
side
continues
upward.
The
degree
of
the
function
is
odd,
so
the
ends
of
the
graph
continue
in
the
same
direction.
Because
the
leading
coefficient
is
negative,
the
left
side
of
the
graph
continues
down
the
coordinate
plane
and
the
right
side
also
continues
downward.
The
degree
of
the
function
is
odd,
so
the
ends
of
the
graph
continue
in
opposite
directions.
Because
the
leading
coefficient
is
negative,
the
left
side
of
the
graph
continues
up
the
coordinate
plane
and
the
right
side
continues
downward.
The
degree
of
the
function
is
odd,
so
the
ends
of
the
graph
continue
in
the
same
direction.
Because
the
leading
coefficient
is
positive,
the
left
side
of
the
graph
continues
up
the
coordinate
plane
and
the
right
side
also
continues
upward.
Points
6
/6
