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GarryVolchara [31]
3 years ago
11

The Draper Company is considering dropping its Doombug toy due to continuing losses. Revenue and costs data on the toy for the p

ast year follow: Sales of 15,000 units $150,000 less Variable expenses $120,000 = Contribution margin $30,000 less Fixed expenses $40,000 = Net operating loss ($10,000) If the toy were discontinued, then Draper could avoid $8,000 per year in fixed costs. Under the given conditions, the change in annual operating income from discontinuing the production and sale of Doombugs would be:
A. $30,000 decrease
B. $10,000 increase
C. $22,000 decrease
D. $18,000 increase
Business
1 answer:
tiny-mole [99]3 years ago
5 0

Answer:

Effect on income= -$22,000 decrease

Explanation:

Giving the following information:

Contribution margin $30,000

Fixed expenses ($40,000)

Net operating loss ($10,000)

<u>If a product line provides a positive contribution margin, generally it is convenient to continue production, at least in the short term.</u>

<u></u>

Effect on income= avoidable fixed costs - contribution margin

Effect on income= 8,000 - 30,000

Effect on income= -$22,000 decrease

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2 years ago
Sale price $60 $100 Variable costs $35 $60 Machine hours required for 1 vase 1 2 Total fixed costs are $600,000, and Rose Incorp
MrRissso [65]

Answer:

a) CM1 = 25

CM2 = 40

b) CMmh1 = 25

CMmh2 = 20

c) 25,000 units of Vase 1 and 12,500 units of Vase 2

d) OI = $ 525,000

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a. Determine the contribution margin per unit for each type of vase.

The contribution margin per unit is equal to the difference between the sale price and the variable cost per unit:

CM_1=P_1-VC_1=60-35=25\\\\\\CM_2=P_2-VC_2=100-60=40

b. Determine the contribution margin per machine hour for each type of vase.

For the Vase 1, the number of machine hours per unit is 1. So the contribution margin per machine hour for Vase 1 is equal to CM1=$25.

For the Vase 2, the number of machine hours per unit is 2. Then, the contribution margin per machine hour for Vase 2 is equal to CM2=$40/2=$20.

c. Determine the number of units of each style of vase that Rose Incorporated should produce to maximize operating income.

There are 3 restrictions:

- Max 25,000 units of Vase 1

- Max 25,000 units of Vase 2

- 50,000 hours of machine hour

As the contribution margin per machine hour is higher for the Vase 1, so we start producing the more we can of Vase 1. The limit is 25,000 units.

Then, we are left with 25,000 machine hours available for Vase 2. We can produce 25,000/2=12,500 units, which is under the market constraint.

d. What is the dollar amount of the maximum operating income as calculated in C above

The operating income for the mix proposed in C is:

OI=CM_1*q_1+CM_2*q_2-FC\\\\OI=25*25,000+40*12,500-600,000\\\\OI=625,000+500,000-600,000\\\\OI=525,000

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