a small company did an analysis of their pay scale versus years of experience and found that the line of…

a small company did an analysis of their pay scale versus years of experience and found that the line of best fit was y = 2035.6x + 36,000. what does the 2035.6 mean in context of the problem?\na that employees on average earn $2035.60 per year.\nb that if they had 2035.6 years of experience they would earn $0.\nc that they should have 2035.6 years of experience in order to earn the most money.\nd that for every year of experience they have their salary would increase by $2035.60.

a small company did an analysis of their pay scale versus years of experience and found that the line of best fit was y = 2035.6x + 36,000. what does the 2035.6 mean in context of the problem?\na that employees on average earn $2035.60 per year.\nb that if they had 2035.6 years of experience they would earn $0.\nc that they should have 2035.6 years of experience in order to earn the most money.\nd that for every year of experience they have their salary would increase by $2035.60.

Answer

Brief Explanations:

The equation $y = 2035.6x+36000$ is in slope - intercept form $y = mx + b$, where $m$ is the slope and $x$ is the number of years of experience. The slope represents the rate of change. Here, for each unit increase in $x$ (one more year of experience), $y$ (salary) changes by the value of the slope. So, 2035.6 is the amount by which the salary increases per year of experience.

Answer:

D. That for every year of experience they have their salary would increase by $2035.60.