2a. Find and interpret the x and y intercept of this line.
The x-intercept is 5 and means that after 5 comic books Priya has no money.
The y-intercept is 20 and means that, initially, Priya has 20 dollars
2b. Find and interpret the slope of this line.
The slope is

and means that she spends 4 dollars for each comic book.
2c. Find the equation of this line.
From the last results, we know that the slope m=-4 and the y-intercept b=20, then by substituting these values into the line equation form y=mx+b, the equation is

2d. If Priya buys 3 comics, How much money will she have remaining?
In this case x=3, then by substituting this value into the last equation, we get

which gives

Then, Priya will have $8 after buying 3 comics