Week 3 discussion forum | Mathematics homework help

Complete your Week 3 discussion prompt:
One application of algebra in real-life is identifying patterns between two events that seem related (known in mathematics as a correlation). The image below shows a scatter plot (an xy graph containing only points) that shows a relationship between the nurses’ work experience and their annual salaries. Each point in the scatter plot is matching a nurse’s years of work experience with the annual salary earned by that nurse. For example, the point (4, 45) in the scatter plot below, it represents a nurse with 4 years of experience that is earning $45,000 per year.
Now, if you observe carefully the scatter plot, you will see that most of the points are arranged somewhat in a straight line. From this observation, we can infer (conclude) that the annual salary of a nurses has a linear relationship with their years of work experience.
If you look again the scatter plot, you will notice most of the points resemble a straight line that is going up from left to right. This means the following: “The more years of work experience a nurse has, their annual salary increases proportionally (constant rate) per year.” We say this relationship has a positive slope.
From scatter plots such like the one above, we can create a linear equation (known also as a linear model) to help us make predictions of the salary of any nurse based on their work experience.
This discussion has two parts:
(1) Your task is to find the linear equation that represents the scatter plot above by doing the following:
(a) Select any two points from the scatter plot (that has not been chosen from your classmates). List these two points as an ordered-pair: (x1,y1) and (x2,y2).
(b) Calculate the slope of line that the scatter plot resembles by using the two points you selected above. Show work. 
(c) Using the slope-intercept formula y = mx b, calculate the value of b (also known as the y-intercept). Show work.
(d) Using again the slope-intercept formula y = mx b, replace the variables m and b by using the values you got in steps 2

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