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Question 1 A lawnmower manufacturer has the following data:
Unit revenue: $200
Unit variable cost: $75
Fixed costs: $400,000 (annually)
Given the above data, what are:
The profit/loss for annual production = 5000?
The annual production at the break-even point?
The profit/loss for annual production = zero?
Question 2 A car engine manufacturer has the following production goals for the next year:
Engine |
Quantity |
Machine Req’s |
V6 |
2000 |
6hrs |
V8 |
1500 |
10hrs |
V12 |
100 |
20hrs |
If all three engines can be produced by the same machines and each of the manufacturer’s machines operate for 2400 hours per year, how many machines are required for the above product mix?
Question 3
A manufacturing operation has three stages:
•Stage 1 Capacity: 400 units/hr
•Stage 2 Capacity: 300 units/hr
•Stage 3 Capacity: 500 units/hr
What is the operation’s hourly capacity?
Queestion 4
You are charged with managing crude oil inventories at a refinery
Given:
Holding cost = $10 per barrel per year
Order placement cost = $2000
Order quantity = 10,000 barrels
Annual demand = 1,000,000 barrels
Over the next year, what are:
Holding costs if average inventory is 8,000 barrels?
Ordering costs if average inventory is 6,000 barrels?
Question 5
A retailer sells iPhones. Annual demand is 4000 units, the order placement cost is $100, and the unit holding cost is $200/yr.
What is the economic order quantity?
What are annual holding and ordering costs?
Question 5
Suppose a grocery store buys milk (in gallon jugs) using the EOQ model with quantity discounts.
Holding cost is $0.10 per gallon per day
Order placement cost is $20, regardless of size
Weekly demand is 350 gallons
The milk supplier offers two discount levels for order quantity Q:
$0.05 per gallon when 100 gal. ? Q < 200 gal.
$0.045 per gallon when Q ? 200 gal.
What order quantities need to be checked?
What is the economic order quantity?
Dear student, only one question is allowed at a time. I am answering the first question
1)
Contribution margin per unit
= Selling price - Variable costs
= $200 - $75
= $125 per unit
Total contribution for 5000 units
= Contribution per unit x number of units
= $125 x 5,000
= $625,000
Profit
= Contribution - Fixed costs
= $625,000 - $400,000
= $225,000
Break even point in units
= Fixed costs / Contribution per unit
= $400,000 / $125
= 3200 units
At zero production, there will be no contribution and loss will be equal to the fixed cost of $400,000
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