Multiple Choice Questions
A company makes and sells product A and B. Twice as many units of product B are made and sold as that of product A. Each unit of product A makes a contribution of $10 and each unit of product B makes a contribution of $4. Fixed costs are $90,000.
What is the total number of units which must be made and sold to make a profit of $45,000?
A 7500 B 22,500 C 15,000 D 16875
B Ltd is considering changing the way it is structured by asking its employed staff to become freelance. Employees are currently paid a fixed salary of $240,000 per annum, but would instead be paid $200 per working day. On a typical working day, staff can produce 40 units. Other fixed costs are $400,000 pa.
The selling price of a unit is $60 and material costs are $20 per unit.
What will be the effect of the change on the breakeven point of the business and the level of operating risk?
A The breakeven point reduces by 6,000 units and the operating risk goes down.
B The breakeven point reduces by 4,571 units and the operating risk goes down
C The breakeven point reduces by 4,571 units and the operating risk goes up.
D The breakeven point reduces b 6,000 units and the operating risk goes up.
The CS ratio for a business is 0.4 and its fixed costs are $1,600,000. Budget revenue has been set at 6 times the amount of the fixed costs.
What is the margin of safety in % measured in terms of revenue?
A company manufactures and sells a single product with a variable cost per unit of $36. It has a contribution ratio of 25%. The company has weekly fixed costs of $18,000.
What is the weekly breakeven point, in units? A 1,500
B 1,600
C 1,800
D 2,000
1
2
5. The management accountant of C plc has calculated the firm’s breakeven point from the following data:
Selling price per unit $20 Variable costs per unit $8 Fixed overheads for next year $79,104
It is now expected that the product’s selling price and variable cost will increase by 8% and 5.2% respectively.
These changes will cause C plc’s breakeven point for next year to:
A Rise by 9.0%
B Rise by 2.8%
C Fall by 2.8%
D Fall by 9%
1. Assume the number of units produced by product A is "X"
So the number units produced by product B is "2X"
Profit = Contribution by each product * number of units of production of Each Product - Fixed Costs
In the given case :
Fixed cost =90,000
Profit =45000
Contribution for Product A =10
Contribution for Product B =4
So as per equatipon
45000=X*10+2X*4-90000
45000=18X-90000
18X=45000+90000=135000
X=135000/18=7500
So Product A units Is 7500 units
Product b units is 7500*2 =15000units
SO total units =7500+15000=22500 units
The total number of units which must be made and sold to make a profit of $45,000 is 22500 units
So answer is B 22500
2.1st we have to find of break even point before change
BEP Units = Fixed Cost/(selling price per unit- variable cost)
Fixed cost =240000+400000=640000
Selling price per unit =60
Variable cost = 20
BEP units = 640000/(60-20)=16000 units
SO existing BEP =16000 units
Introduction of new policy by paying 200 per working for 40Units production per day :
so per unit staff variable cost =200/40=5
Now fixed cost is 400000 only
Now Variable cost is 25
After change BEP =400000/(60-25)=11429 units
Break even Points reduces =16000-11429=4571 units
So Answer is B The breakeven point reduces by 4,571 units and the operating risk goes down
3.Here is the Information
CS(Contribution to Sales) Ratio =0.4 =Contribution/Sales
Fixed Cost=1600000
Budgeted Revenue = 6 times of Fixed cost=6*1600000=9600000
Margin of Safety in Revenue terms =Sales-Break Even Sales
Margin of Safety Ratio =Margin of Safety/Sales*100
From the above
Contribution to Sales Ration =0.4=Contribution/9600000
Contribution = 9600000*.4=3840000
Variable Cost = 9600000-3840000=5760000
Variable cost percentage on Sales is 60%
Breaken Point =Fixed Cost/Contribution%
=1600000/.4=4000000
Break Even Sales(Revenue)=4000000
Actual Sales =9600000
Margin of Safety Sales = 9600000-4000000=5600000
Margin of Safety Ratio = 5600000/9600000*100=58.33%
Margin of safety is 58.33% measured in terms of revenue
4. BEP Units = Fixed Cost/(selling price per unit- variable cost)
Fixed cost =18000
Variable cost per unit = 36
Contribution Ration =25% =Contribution Per Unit/Selling Price per Unit
Selling price per unit = Varible Cost/(100%-25%)=36/75%=48
BEP Units = 18000/(48-36)=1500 units
Answer : The weekly breakeven point, in units is A 1,500
5.
1st we have to find of break even point before change
BEP Units = Fixed Cost/(selling price per unit- variable cost)
Fixed cost =79104
Selling price per unit =20
Variable cost = 8
BEP units = 79104/(20-8)=6592 units
SO existing BEP =6592 units
the product’s selling price and variable cost will increase by 8% and 5.2% respectively.
Now Selling price per unit =20*1.08=21.60
NOw Variable cost per unit =8*1.052=8.416
After change BEP =79104/(21.60-8.416)=6000 units
Fall in Break even for next year from 6592 to 6000 units
So % of Fall in Break even Poins =(6592-6000)/6592=592/6592=8.98% =9%
Answer : D Fall by 9%
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