Z00044. A company markets exercise DVDs that sell for $29.95, including shipping and handling. The monthly fixed costs (advertising, rent, etc.) are $38,130 and the variable costs (materials, shipping, etc.) are $9.45 per DVD. (A) Find the cost equation and the revenue equation. (B) How many DVDs must be sold each month for the company to break even ? (C) Graph the cost and revenue equations in the same coordinate system and show the break-even point. Interpret the regions between the lines to the left and to the right of the break-even point.

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Z00044. A company markets exercise DVDs that sell for $29.95, including shipping and handling. The monthly fixed costs (advertising, rent, etc.) are $38,130 and the variable costs (materials, shipping, etc.) are $9.45 per DVD.

(A) Find the cost equation and the revenue equation.

(B) How many DVDs must be sold each month for the company to break even ?

(C) Graph the cost and revenue equations in the same coordinate system and show the break-even point. Interpret the regions between the lines to the left and to the right of the break-even point.

A company markets exercise DVDs that sell for $29.95, including shipping and handling. The monthly fixed costs (advertising, rent, etc.) are $38,130 and the variable costs (materials, shipping, etc.) are $9.45 per DVD. (A) Find the cost equation and the revenue equation. (B) How many DVDs must be sold each month for the company to break even ? (C) Graph the cost and revenue equations in the same coordinate system and show the break-even point. Interpret the regions between the lines to the left and to the right of the break-even point.
A company markets exercise DVDs that sell for $29.95, including shipping and handling. The monthly fixed costs (advertising, rent, etc.) are $38,130 and the variable costs (materials, shipping, etc.) are $9.45 per DVD. (A) Find the cost equation and the revenue equation. (B) How many DVDs must be sold each month for the company to break even ? (C) Graph the cost and revenue equations in the same coordinate system and show the break-even point. Interpret the regions between the lines to the left and to the right of the break-even point.
A company markets exercise DVDs that sell for $29.95, including shipping and handling. The monthly fixed costs (advertising, rent, etc.) are $38,130 and the variable costs (materials, shipping, etc.) are $9.45 per DVD. (A) Find the cost equation and the revenue equation. (B) How many DVDs must be sold each month for the company to break even ? (C) Graph the cost and revenue equations in the same coordinate system and show the break-even point. Interpret the regions between the lines to the left and to the right of the break-even point.
A company markets exercise DVDs that sell for $29.95, including shipping and handling. The monthly fixed costs (advertising, rent, etc.) are $38,130 and the variable costs (materials, shipping, etc.) are $9.45 per DVD. (A) Find the cost equation and the revenue equation. (B) How many DVDs must be sold each month for the company to break even ? (C) Graph the cost and revenue equations in the same coordinate system and show the break-even point. Interpret the regions between the lines to the left and to the right of the break-even point.
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