Write a cost function for the problem. assume that the relationship is linear. fixed cost, $410; 5 items cost $5,590 to produce. a. c(x)-1.036x + 410 ? b. c(x)= 1,036x +5,590 ? ? . ? (x) 2,072x +5,590 o d. c(x)-2,072x+410

The required cost function is .

Given

The relationship is linear.

Fixed cost, $410; 5 items cost $5,590 to produce.

An equation between two variables that gives a straight line when plotted on a graph.

The standard form represents the linear equation;

The fixed cost is $410 and the cost of the 5 items is $5,590. It means the linear function passes through the points (0,410) and (5,5590).

If a line passes through two points then the equation of a line is;

Hence, the required cost function is .

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The required cost function is .

Step-by-step explanation:

It is given that the cost function represents a linear relationship.

The fixed cost is $410 and the cost of 5 items is $5,590. It means the linear function passes through the points (0,410) and (5,5590).

If a line passes through two points then the equation of line is

The equation of cost function is

Add 410 on both the sides.

The required cost function is

Therefore the required cost function is .

answer: d. $20

step-by-step explanation:

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