Answer:
<em>Part A: The function
has greater slope than function
</em>
<em>Part B:
has a greater y-intercept than
.</em>
Step-by-step explanation:
<em>Part A:</em>
For finding the slope of
, first we need to pick any two order pairs from the given table in form of
and
and then use the formula of slope: 
Lets choose two points as
and 
So, 
<u>Thus, the slope of the function
is 5.</u>
Another function is: 
The function
is given in standard slope intercept form
. So, we will get 
<u>Thus, the slope of the function
is 2.</u>
So, the function
has greater slope than function 
<em>Part B:</em>
For function
, there is one ordered pair as
. This point is lying on the y-axis. <u>So, the y-intercept of
is -10</u>.
Now, in
form,
is represented as the y-intercept. So, for function
, the value of
will be 8.
<u>Thus, the y-intercept of
is 8</u>.
As
,
So,
has a greater y-intercept than
.