The two conditions in the Mean Value Theorem are:

$2.$ Use L$$H$$opital$$s Rule to find lim

x$$

x

ex $=$

$3.$ If f $($x$)>0,$ then f $($x$)$ is

Neither Increasing Decreasing

$4.$ If f $($c$)>0,$ then f $($x$)$ has

Neither a local minimum at c a local maximum at c

$5.$ A function f $($x$)$ has a slant asymptote when the denominator is

one degree less than the

numerator

Neither one degree more than the

numerator