Question

According to one company’s profit model, the company has a profit of 0 when 10 units are sold and a maximum profit of $18,050 when 105 units are sold. What is the function that represents this company’s profit f(x) depending on the number of items sold, x? f(x)=−2(x+105)2+18,050 f(x)=−2(x−105)2+18,050 f(x)=−10(x+105)2+18,050 f(x)=−10(x−105)2+18,050
HEELLPP IM BEING TIMED
79 POINTS

Answer 1

Answer: Function

f(x) = -2(x-105)^2 +18,050

Step-by-step explanation:

Because only this function satisfies both conditions i.e.

Condition : 1

Profit = 0, when x(items sold) = 10

f(10) = -2(-95)^2 + 18,050 = 0

Condition :2

Profit = 1 , when x = 105

f(105)= -2(105-105)^2 + 18,050 = -2(0) +18,050

f(105) = 18,050.

Answer 2

Answer: B on edg 2020

Step-by-step explanation: