Solve the Problem $y$ In a Certain Country for the Years 2005 to 2010

Solve the problem.
-The graph shows the number of organ transplants $y$ in a certain country for the years 2005 to 2010 where $x$ represents the number of years since 2005 .

The linear model $y = 17.0 x + 93$ was created using the points $( 1,110 )$ and $( 4,161 )$ .
a. Interpret the meaning of the slope in the context of this problem.
b. Interpret the meaning of the $y$ -intercept in the context of this problem.

A) a. $m = 17.0$ means that $17.0$ more organ transplants were performed in 2009 than in 2006 .
b. The $y$ -intercept is $( 0,96 )$ and means that health officials predicted that
approximately 96 organ transplants would be performed in the year 2005 .

B) a. $m = 17.0$ means that the number of organ transplants increased at an average rate of $17.0$ per yr during this time period.
b. The $y$ -intercept is $( 0,93 )$ and means that approximately 93 organ transplants were performed in the year 2005 .

C) a. $m = 17.0$ means that the number of organ transplants increased at an average rate of $17.0$ per yr during this time period.
b. The $y$ -intercept is $( 0,96 )$ and means that approximately 96 organ transplants were performed in the year $2005 .$

D) a. $m = 17.0$ means that $17.0$ more organ transplants were performed in 2009 than in 2006 .
b. The $y$ -intercept is $( 0,93 )$ and means that health officials predicted that approximately 93 organ transplants would be performed in the year $2005 .$