Time Warner, Inc.

Segment Revenues

$($in millions$)$

Turner $($cable networks and digital media$)$ $$29,000$

Home Box Office $($pay television$)42,300$

Warner Bros. $($films$,$ television, and videos$)71,300$

Assume that the variable costs as a percent of sales for each segment are as follows:

Turner $54\%$

Home Box Office $18\%$

Warner Bros. $17\%$

a$.$ Determine the contribution margin and contribution margin ratio for each segment from the information given. Round contribution margin ratio to whole percents for each segment from the information given. Enter all amounts as positive numbers.

Turner Home Box Office Warner Bros.

Revenues $

fill in the blank $1$

$

fill in the blank $2$

$

fill in the blank $3$

Variable costs

fill in the blank $4$

fill in the blank $5$

fill in the blank $6$

Contribution margin $

fill in the blank $7$

$

fill in the blank $8$

$

fill in the blank $9$

Contribution margin ratio $($as a percent$)$

fill in the blank $10$

$\%$

fill in the blank $11$

$\%$

fill in the blank $12$

$\%$

b$.$ Does your answer to $($b$)$ mean that the other segments are more profitable businesses?

The higher contribution margin ratio of a segment should not be interpreted as being the

profitable segment. If the volume of business is not sufficient to exceed the break$-$even point, then the segments would be

$.$ In the final analysis, the fixed costs also should be considered in determining the overall profitability of the segments. The

shows how sensitive the profit will be to changes in volume.