select the correct answer.\na companys monthly profit, y, in relation to the number of salespeople employed…

select the correct answer.\na companys monthly profit, y, in relation to the number of salespeople employed, x, is shown on the graph.\nbased on the quadratic model, approximately what number of salespeople maximizes the companys profits?\na. 50\nb. 25\nc. 55\nd. 37

select the correct answer.\na companys monthly profit, y, in relation to the number of salespeople employed, x, is shown on the graph.\nbased on the quadratic model, approximately what number of salespeople maximizes the companys profits?\na. 50\nb. 25\nc. 55\nd. 37

Answer

Explanation:

Step1: Identify the vertex of the parabola

The graph of a quadratic - function is a parabola. The vertex of a parabola represents the maximum or minimum value. For a profit - function which is a downward - opening parabola (as seen in the graph where the profit first increases and then decreases), the x - value of the vertex gives the number of salespeople that maximizes the profit.

Step2: Locate the vertex on the graph

By observing the graph of "Company Profits" against "Salespeople", we can see that the vertex (the highest point on the curve) occurs approximately at (x = 37).

Answer:

D. 37