the graph displays the relationship between the length of time an employee works at a company and the number…

the graph displays the relationship between the length of time an employee works at a company and the number of the employees monthly customers.\nif the equation for the line of best fit is y = 4.5x + 2, which of the following can be used to interpret the y - intercept in context?\nemployee training takes 2 months.\nemployee training takes 4.5 months.\nemployees are likely to bring 2 customers with them when changing jobs.\nemployees are likely to bring 4.5 customers with them when changing jobs.

the graph displays the relationship between the length of time an employee works at a company and the number of the employees monthly customers.\nif the equation for the line of best fit is y = 4.5x + 2, which of the following can be used to interpret the y - intercept in context?\nemployee training takes 2 months.\nemployee training takes 4.5 months.\nemployees are likely to bring 2 customers with them when changing jobs.\nemployees are likely to bring 4.5 customers with them when changing jobs.

Answer

Brief Explanations:

The equation of a line is in the form $y = mx + b$, where $b$ is the y - intercept. In the context of the relationship between time employed ($x$) and number of monthly customers ($y$), when $x = 0$ (i.e., at the start, when an employee has just joined the company), $y=b$. Here, $b = 2$, which means employees are likely to bring 2 customers with them when starting at the company (equivalent to changing jobs to this company).

Answer:

Employees are likely to bring 2 customers with them when changing jobs.