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 36,000 mean in context of the problem?\na an employee earns $36,000 for each year of experience.\nb an employee with 0 years of experience would earn a salary of $36,000.\nc the maximum salary earned is $36,000.\nd an employee earns $36,000 more than his/her years of experience.

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 36,000 mean in context of the problem?\na an employee earns $36,000 for each year of experience.\nb an employee with 0 years of experience would earn a salary of $36,000.\nc the maximum salary earned is $36,000.\nd an employee earns $36,000 more than his/her years of experience.

Answer

Explicación:

Paso1: Identificar la ecuación de la recta

La ecuación de la recta de mejor ajuste es $y = 2035.6x+36000$, que sigue la forma $y = mx + b$, donde $m$ es la pendiente y $b$ es la intersección con el eje - y.

Paso2: Interpretar la intersección con el eje - y

En el contexto del problema, $x$ representa los años de experiencia y $y$ representa el salario. Cuando $x = 0$ (es decir, un empleado con 0 años de experiencia), $y=2035.6\times0 + 36000=36000$.

Respuesta:

B. Un empleado con 0 años de experiencia ganaría un salario de $36000.