F5 ACCA – Performance Management question practice F5 ACCA – Performance Management question practice F5 ACCA – Performance Management question practice
Trang 1Prepared for Educational Purposes
August 15, 2025
Contents
1
Trang 21 Part 1: List of Questions
This section contains 50 multiple-choice questions based on Pricing, focusing on absorp-tion costing, price-demand equaabsorp-tions, profit maximizaabsorp-tion, and pricing policies Numbers are left-aligned from 1 to 50
1 A product has a materials cost of $10 per unit, a labour cost of $8 per unit, variable overheads of $3, and fixed overheads of $5 per unit The company uses absorption costing and has a policy of pricing so as to make a gross profit margin of 20% What should be the selling price per unit for the product?
a $25.20
b $32.50
c $26.25
d $31.20
2 At a selling price of $25 per unit, the demand for a product is 20,000 units The demand will change by 2,000 units for every $5 change in the selling price Which of the following is the correct price demand equation for this product?
a P = 30 - 0.0025Q
b P = 75 + 0.0025Q
c P = 75 - 0.0025Q
d P = 30 + 0.0025Q
3 At a selling price of $200, the demand will be 100,000 units per annum The demand will change by 10,000 units for every $30 change in the selling price The fixed costs are $60,000 per annum, and the variable costs $8 per unit At what selling price per unit will the profit be maximised?
a $300 per unit
b $426 per unit
c $254 per unit
d $245 per unit
4 A company selling soft drinks runs a promotional campaign, during which they sell their products at a large discount The campaign will last for 2 weeks This is an example of which of the following pricing policies?
a Penetration pricing
b Volume discounting
c Price skimming
d Differential pricing
5 A computer manufacturer gives a discount to customers who are in full-time education This is an example of which of the following pricing policies?
a Differential pricing
b Penetration pricing
Trang 3c Price skimming
d Volume discounting
6 A product has a materials cost of $15, labour cost of $10, variable overheads of $5, and fixed overheads of $4 per unit Using absorption costing with a 25% gross profit margin, what is the selling price per unit?
a $34.00
b $45.33
c $40.00
d $48.00
7 At a selling price of $50, demand is 10,000 units Demand changes by 1,000 units for every $4 change in price What is the price-demand equation?
a P = 90 - 0.004Q
b P = 90 + 0.004Q
c P = 50 - 0.004Q
d P = 50 + 0.004Q
8 At a selling price of $150, demand is 50,000 units Demand changes by 5,000 units for every $20 change in price Fixed costs are $100,000, and variable costs are $10 per unit What is the profit-maximizing price?
a $180
b $190
c $200
d $210
9 A company offers a lower price to enter a new market and gain market share This is
an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
10 A retailer charges higher prices for a product during peak seasons This is an example
of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
11 A product has a materials cost of $12, labour cost of $9, variable overheads of $4, and fixed overheads of $6 per unit Using absorption costing with a 30% gross profit margin, what is the selling price per unit?
Trang 4a $31.00
b $44.29
c $40.00
d $47.50
12 At a selling price of $30, demand is 15,000 units Demand changes by 3,000 units for every $6 change in price What is the price-demand equation?
a P = 60 - 0.002Q
b P = 60 + 0.002Q
c P = 30 - 0.002Q
d P = 30 + 0.002Q
13 At a selling price of $100, demand is 80,000 units Demand changes by 4,000 units for every $10 change in price Fixed costs are $50,000, and variable costs are $5 per unit What is the profit-maximizing price?
a $125
b $135
c $145
d $155
14 A company launches a new product at a high price to target early adopters This is
an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
15 A supermarket offers a discount for buying multiple units of a product This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
16 A product has a materials cost of $20, labour cost of $15, variable overheads of $5, and fixed overheads of $10 per unit Using absorption costing with a 15% gross profit margin, what is the selling price per unit?
a $50.00
b $58.82
c $55.00
d $60.00
Trang 517 At a selling price of $40, demand is 25,000 units Demand changes by 5,000 units for every $8 change in price What is the price-demand equation?
a P = 80 - 0.0016Q
b P = 80 + 0.0016Q
c P = 40 - 0.0016Q
d P = 40 + 0.0016Q
18 At a selling price of $250, demand is 60,000 units Demand changes by 6,000 units for every $25 change in price Fixed costs are $80,000, and variable costs are $12 per unit What is the profit-maximizing price?
a $281
b $291
c $301
d $311
19 A company charges different prices for the same product in different countries This
is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
20 A company offers a discount to loyal customers This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
21 A product has a materials cost of $8, labour cost of $6, variable overheads of $2, and fixed overheads of $4 per unit Using absorption costing with a 10% gross profit margin, what is the selling price per unit?
a $20.00
b $22.22
c $24.00
d $26.00
22 At a selling price of $20, demand is 30,000 units Demand changes by 2,000 units for every $3 change in price What is the price-demand equation?
a P = 50 - 0.0015Q
b P = 50 + 0.0015Q
c P = 20 - 0.0015Q
Trang 6d P = 20 + 0.0015Q
23 At a selling price of $300, demand is 40,000 units Demand changes by 5,000 units for every $15 change in price Fixed costs are $70,000, and variable costs are $15 per unit What is the profit-maximizing price?
a $315
b $325
c $335
d $345
24 A company sets a low initial price to attract customers in a competitive market This
is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
25 A company charges a premium for express delivery This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
26 A product has a materials cost of $25, labour cost of $20, variable overheads of $10, and fixed overheads of $5 per unit Using absorption costing with a 35% gross profit margin, what is the selling price per unit?
a $60.00
b $92.31
c $80.00
d $100.00
27 At a selling price of $60, demand is 12,000 units Demand changes by 1,500 units for every $5 change in price What is the price-demand equation?
a P = 90 - 0.0033Q
b P = 90 + 0.0033Q
c P = 60 - 0.0033Q
d P = 60 + 0.0033Q
28 At a selling price of $180, demand is 70,000 units Demand changes by 7,000 units for every $20 change in price Fixed costs are $90,000, and variable costs are $10 per unit What is the profit-maximizing price?
a $195
Trang 7b $205
c $215
d $225
29 A company offers a discount for bulk purchases This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
30 A company sets a high price for a new innovative product This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
31 A product has a materials cost of $18, labour cost of $12, variable overheads of $6, and fixed overheads of $8 per unit Using absorption costing with a 40% gross profit margin, what is the selling price per unit?
a $44.00
b $73.33
c $60.00
d $80.00
32 At a selling price of $35, demand is 18,000 units Demand changes by 2,500 units for every $5 change in price What is the price-demand equation?
a P = 65 - 0.002Q
b P = 65 + 0.002Q
c P = 35 - 0.002Q
d P = 35 + 0.002Q
33 At a selling price of $220, demand is 90,000 units Demand changes by 8,000 units for every $25 change in price Fixed costs are $120,000, and variable costs are $20 per unit What is the profit-maximizing price?
a $245
b $255
c $265
d $275
34 A company charges different prices for online and in-store purchases This is an example of which pricing policy?
Trang 8a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
35 A company offers a discount to first-time buyers This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
36 A product has a materials cost of $14, labour cost of $10, variable overheads of $4, and fixed overheads of $2 per unit Using absorption costing with a 15% gross profit margin, what is the selling price per unit?
a $30.00
b $35.29
c $40.00
d $45.00
37 At a selling price of $45, demand is 22,000 units Demand changes by 3,000 units for every $6 change in price What is the price-demand equation?
a P = 78 - 0.002Q
b P = 78 + 0.002Q
c P = 45 - 0.002Q
d P = 45 + 0.002Q
38 At a selling price of $260, demand is 55,000 units Demand changes by 5,000 units for every $20 change in price Fixed costs are $110,000, and variable costs are $15 per unit What is the profit-maximizing price?
a $285
b $295
c $305
d $315
39 A company sets a low price to compete in a saturated market This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
Trang 940 A company charges a premium for customized products This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
41 A product has a materials cost of $16, labour cost of $14, variable overheads of $5, and fixed overheads of $3 per unit Using absorption costing with a 25% gross profit margin, what is the selling price per unit?
a $38.00
b $50.67
c $45.00
d $55.00
42 At a selling price of $55, demand is 16,000 units Demand changes by 2,000 units for every $5 change in price What is the price-demand equation?
a P = 85 - 0.0025Q
b P = 85 + 0.0025Q
c P = 55 - 0.0025Q
d P = 55 + 0.0025Q
43 At a selling price of $240, demand is 65,000 units Demand changes by 6,000 units for every $15 change in price Fixed costs are $100,000, and variable costs are $18 per unit What is the profit-maximizing price?
a $265
b $275
c $285
d $295
44 A company offers a discount during a holiday sale This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
45 A company sets a high price for a limited-edition product This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
Trang 10d Volume discounting
46 A product has a materials cost of $22, labour cost of $18, variable overheads of $6, and fixed overheads of $4 per unit Using absorption costing with a 30% gross profit margin, what is the selling price per unit?
a $50.00
b $71.43
c $60.00
d $80.00
47 At a selling price of $70, demand is 14,000 units Demand changes by 1,000 units for every $4 change in price What is the price-demand equation?
a P = 98 - 0.004Q
b P = 98 + 0.004Q
c P = 70 - 0.004Q
d P = 70 + 0.004Q
48 At a selling price of $270, demand is 45,000 units Demand changes by 4,000 units for every $10 change in price Fixed costs are $80,000, and variable costs are $12 per unit What is the profit-maximizing price?
a $295
b $305
c $315
d $325
49 A company offers a discount to senior citizens This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
50 A company sets a low price to clear excess inventory This is an example of which pricing policy?
a Differential pricing
b Penetration pricing
c Price skimming
d Volume discounting
2 Part 2: Answers with Detailed Explanations
1 b $32.50 Explanation: Total cost = $10 + $8 + $3 + $5 = $26 For 20% gross
profit margin: S −26 S = 0.2 Solve: S = 0.826 = $32.50.
Trang 112 c P = 75 - 0.0025Q Explanation: At P = $25, Q = 20,000 Slope = 5
2000 = 0.0025 Equation: 25 = a − 0.0025 × 20, 000, a = 75 Thus, P = 75 − 0.0025Q.
3 c $254 Explanation: At P = $200, Q = 100,000 Slope = 10,000 −30 = −0.003
Equa-tion: P = 500 − 0.003Q Profit = (500Q − 0.003Q2)− (60, 000 + 8Q) Maximize:
dπ
dQ = 492− 0.006Q = 0, Q = 82,000 Price = 500 − 0.003 × 82, 000 = $254.
4 d Differential pricing Explanation: A temporary promotional discount is
differen-tial pricing, varying prices by time
5 a Differential pricing Explanation: Discounts for students are differential pricing,
targeting a specific segment
6 b $45.33 Explanation: Total cost = $15 + $10 + $5 + $4 = $34 For 25% margin:
S −34
S = 0.25, S = 0.7534 ≈ $45.33.
7 a P = 90 - 0.004Q Explanation: At P = $50, Q = 10,000 Slope = 10004 = 0.004 Equation: 50 = a − 0.004 × 10, 000, a = 90 Thus, P = 90 − 0.004Q.
8 b $190 Explanation: At P = $150, Q = 50,000 Slope = 5000−20 =−0.004 Equation:
P = 350 − 0.004Q Profit = (350Q − 0.004Q2)− (100, 000 + 10Q) Maximize: dπ
dQ =
340− 0.008Q = 0, Q = 42,500 Price = 350 − 0.004 × 42, 500 = $190.
9 b Penetration pricing Explanation: Low price to gain market share is penetration
pricing
10 a Differential pricing Explanation: Higher prices during peak seasons are
differen-tial pricing
11 b $44.29 Explanation: Total cost = $12 + $9 + $4 + $6 = $31 For 30% margin:
S −31
S = 0.3, S = 0.731 ≈ $44.29.
12 a P = 60 - 0.002Q Explanation: At P = $30, Q = 15,000 Slope = 30006 = 0.002 Equation: 30 = a − 0.002 × 15, 000, a = 60 Thus, P = 60 − 0.002Q.
13 c $145 Explanation: At P = $100, Q = 80,000 Slope = 4000−10 =−0.0025 Equation:
P = 300 − 0.0025Q Profit = (300Q − 0.0025Q2)− (50, 000 + 5Q) Maximize: dπ
dQ =
295− 0.005Q = 0, Q = 59,000 Price = 300 − 0.0025 × 59, 000 = $145.
14 c Price skimming Explanation: High price for early adopters is price skimming.
15 d Volume discounting Explanation: Discounts for multiple units are volume
dis-counting
16 b $58.82 Explanation: Total cost = $20 + $15 + $5 + $10 = $50 For 15% margin:
S −50
S = 0.15, S = 0.8550 ≈ $58.82.
17 a P = 80 - 0.0016Q Explanation: At P = $40, Q = 25,000 Slope = 50008 = 0.0016 Equation: 40 = a − 0.0016 × 25, 000, a = 80 Thus, P = 80 − 0.0016Q.
18 b $291 Explanation: At P = $250, Q = 60,000 Slope = 6000−25 ≈ −0.004167.
Equation: P = 500 − 0.004167Q Profit = (500Q − 0.004167Q2)− (80, 000 + 12Q).
Maximize: dQ dπ = 488−0.008334Q = 0, Q = 58,560 Price = 500−0.004167×58, 560 ≈
$291
19 a Differential pricing Explanation: Different prices by country are differential
pricing
Trang 1220 a Differential pricing Explanation: Discounts for loyal customers are differential
pricing
21 b $22.22 Explanation: Total cost = $8 + $6 + $2 + $4 = $20 For 10% margin:
S −20
S = 0.1, S = 0.920 ≈ $22.22.
22 a P = 50 - 0.0015Q Explanation: At P = $20, Q = 30,000 Slope = 20003 = 0.0015 Equation: 20 = a − 0.0015 × 30, 000, a = 50 Thus, P = 50 − 0.0015Q.
23 b $325 Explanation: At P = $300, Q = 40,000 Slope = 5000−15 =−0.003 Equation:
P = 420 − 0.003Q Profit = (420Q − 0.003Q2)− (70, 000 + 15Q) Maximize: dπ
dQ =
405− 0.006Q = 0, Q = 67,500 Price = 420 − 0.003 × 67, 500 = $325.
24 b Penetration pricing Explanation: Low price in a competitive market is
penetra-tion pricing
25 a Differential pricing Explanation: Premium for express delivery is differential
pricing
26 b $92.31 Explanation: Total cost = $25 + $20 + $10 + $5 = $60 For 35% margin:
S −60
S = 0.35, S = 0.6560 ≈ $92.31.
27 a P = 90 - 0.0033Q Explanation: At P = $60, Q = 12,000 Slope = 15005 ≈ 0.0033.
Equation: 60 = a − 0.0033 × 12, 000, a = 90 Thus, P = 90 − 0.0033Q.
28 c $215 Explanation: At P = $180, Q = 70,000 Slope = 7000−20 ≈ −0.002857.
Equation: P = 380 − 0.002857Q Profit = (380Q − 0.002857Q2)− (90, 000 + 10Q).
Maximize: dQ dπ = 370−0.005714Q = 0, Q = 64,750 Price = 380−0.002857×64, 750 ≈
$215
29 d Volume discounting Explanation: Discounts for bulk purchases are volume
dis-counting
30 c Price skimming Explanation: High price for innovative products is price
skim-ming
31 b $73.33 Explanation: Total cost = $18 + $12 + $6 + $8 = $44 For 40% margin:
S −44
S = 0.4, S = 0.644 ≈ $73.33.
32 a P = 65 - 0.002Q Explanation: At P = $35, Q = 18,000 Slope = 5
2500 = 0.002 Equation: 35 = a − 0.002 × 18, 000, a = 65 Thus, P = 65 − 0.002Q.
33 c $265 Explanation: At P = $220, Q = 90,000 Slope = 8000−25 = −0.003125.
Equation: P = 445 − 0.003125Q Profit = (445Q − 0.003125Q2)− (120, 000 + 20Q).
Maximize: dQ dπ = 425−0.00625Q = 0, Q = 68,000 Price = 445−0.003125×68, 000 =
$265
34 a Differential pricing Explanation: Different prices for online and in-store purchases
are differential pricing
35 a Differential pricing Explanation: Discounts for first-time buyers are differential
pricing
36 b $35.29 Explanation: Total cost = $14 + $10 + $4 + $2 = $30 For 15% margin:
S −30
S = 0.15, S = 0.8530 ≈ $35.29.
37 a P = 78 - 0.002Q Explanation: At P = $45, Q = 22,000 Slope = 30006 = 0.002 Equation: 45 = a − 0.002 × 22, 000, a = 78 Thus, P = 78 − 0.002Q.