the owner of a company wants to hire employees who will stay for a long time. he gives all job applicants a…

the owner of a company wants to hire employees who will stay for a long time. he gives all job applicants a \loyalty score\ of 1 to 5 based on his impression of how committed they are. among those who join the company, he also tracks how long they stay. the owner calculates a regression line relating an employees loyalty score, x, to the number of months they stay with the company, y: y = 8.5x - 8.3 according to this regression line, how long can an applicant with a loyalty score of 3 be expected to remain with the company? round your answer to the nearest whole number. months submit

the owner of a company wants to hire employees who will stay for a long time. he gives all job applicants a \loyalty score\ of 1 to 5 based on his impression of how committed they are. among those who join the company, he also tracks how long they stay. the owner calculates a regression line relating an employees loyalty score, x, to the number of months they stay with the company, y: y = 8.5x - 8.3 according to this regression line, how long can an applicant with a loyalty score of 3 be expected to remain with the company? round your answer to the nearest whole number. months submit

Answer

Explanation:

Step1: Substitute loyalty score

Substitute $x = 3$ into $y = 8.5x - 8.3$. $y=8.5\times3 - 8.3$

Step2: Calculate multiplication

Calculate $8.5\times3$. $8.5\times3 = 25.5$ So $y = 25.5-8.3$

Step3: Calculate subtraction

Calculate $25.5 - 8.3$. $y=17.2$

Step4: Round to nearest whole number

Round $17.2$ to the nearest whole number. $y\approx17$

Answer:

17