Retail Pricing Strategies

Chapter 4
Retail Costs, Margins and Profitability

Post Graduate Program in Retail Management
Retail Pricing Strategies   •   Post Graduate

Retail Costs, Margins and Profitability

Introduction

Pricing decisions in retail are profitable only when they are connected to the complete economics of the offer. A price may appear attractive to customers and still destroy value if it does not cover merchandise cost, fulfilment, payment fees, shrinkage, markdowns, occupancy, labour and capital tied up in inventory. Retail managers therefore need more than a price tag or a percentage markup: they need an integrated view of costs, margins, contribution, volume and cash.

This chapter develops that view. It distinguishes markup from margin, explains gross profit and contribution, applies break-even analysis, measures inventory carrying cost, and constructs unit economics and profit waterfalls. It also shows how managers can evaluate price changes through what-if analysis while recognising the limitations of simplified models.

Learning Objectives

By the end of this chapter, the learner should be able to:

  1. Distinguish retail cost categories and identify their managerial relevance.
  2. Calculate selling price, markup, gross margin, contribution and operating profit.
  3. Determine break-even volume, revenue and margin of safety.
  4. Estimate inventory carrying cost and incorporate it into economic analysis.
  5. Construct unit economics and a profit waterfall for a retail product or channel.
  6. Assess price changes using volume sensitivity, scenarios and what-if analysis.
  7. Critically evaluate assumptions, accounting treatments, ethical issues and data limitations.

1. The Retail Profit Equation

At its simplest, retail profit is the difference between revenue and cost:

Π = R − C

where Π is profit, R is revenue and C is total cost. If a retailer sells Q units at price P, then:

R = P × Q

A more useful managerial decomposition is:

Operating profit = (Net selling price − Variable cost per unit) × Q − Fixed operating costs

The expression in parentheses is unit contribution. It shows how each additional unit contributes toward fixed costs and then profit.

Retail economics is complicated by the fact that “price” and “cost” have several meanings. A ticket price may exclude discounts, loyalty rewards, taxes or marketplace commissions. A product cost may exclude inbound freight, duties, handling, shrinkage and the financing cost of inventory. Sound analysis therefore begins by defining the economic boundary of the calculation.

1.1 Retail cost categories

Cost categoryExamplesTypical behaviourDecision relevance
Merchandise acquisition costSupplier invoice, duties, inbound freightUsually variable per unitDetermines initial gross margin
Selling and fulfilment costPackaging, picking, delivery, payment feesVariable or step-variableImportant in omnichannel economics
Store operating costRent, salaried supervision, utilitiesOften fixed or semi-fixedDetermines break-even sales
Marketing costCampaigns, coupons, affiliate feesFixed, variable or discretionaryMust be linked to incremental sales
Inventory costStorage, insurance, obsolescence, shrinkage, capitalOften proportional to inventory value or timeConnects margin to working capital
Corporate overheadFinance, technology, legal and headquartersMostly fixed in the short runRelevant to full profitability

Costs should also be classified by traceability. Direct costs can be assigned to a product, order or channel with reasonable confidence. Indirect costs require allocation. Allocation is useful for reporting, but an allocated cost is not automatically relevant to a short-run decision. For example, a store manager deciding whether to accept a one-day clearance order should focus on avoidable incremental costs, not necessarily the entire annual head-office allocation.

A second distinction is between cash and non-cash costs. Depreciation may not create a current cash outflow, but it represents the consumption of an asset and should not be ignored in long-term pricing. Similarly, opportunity cost—the return forgone by investing money in inventory rather than elsewhere—is economically real even if it does not appear as a supplier invoice.

2. Markup, Margin and Gross Profit

2.1 Basic definitions

Let:

  • C = unit merchandise cost;
  • P = unit selling price before applicable sales tax;
  • D = discount per unit;
  • N = net selling price after discount;
  • Q = units sold.

Then:

N = P − D

Gross profit per unit is:

GPu = N − C

Total gross profit is:

GP = (N − C) × Q

The markup percentage on cost is:

Markup % = (N − C) ÷ C × 100

The gross margin percentage on sales is:

Gross margin % = (N − C) ÷ N × 100

Both measures use the same gross profit numerator but different denominators. They are not interchangeable.

If the desired markup on cost is m, expressed as a decimal, the corresponding price is:

N = C × (1 + m)

If the desired gross margin on sales is g, expressed as a decimal, the corresponding price is:

N = C ÷ (1 − g)

These formulas assume that C and N are measured on the same basis, such as both excluding recoverable sales tax, and that discounts, returns and allowances have been properly reflected.

2.2 Worked example: avoiding the markup–margin error

A retailer buys a jacket for $60 and plans to sell it for $100.

Markup:

Markup % = ($100 − $60) ÷ $60 × 100 = 66.67%

Gross margin:

Gross margin % = ($100 − $60) ÷ $100 × 100 = 40%

Thus, a 66.67% markup produces a 40% gross margin. Conversely, if the retailer requires a 40% gross margin, the required price is:

N = $60 ÷ (1 − 0.40) = $100

A manager who mistakenly adds 40% to cost would set the price at $84 and obtain only a 28.57% margin. This error is common in buying, sales incentives and vendor negotiations.

2.3 Discounts, returns and markdowns

Financial analysis should normally use net realised revenue rather than ticket price. If a $120 item receives a 15% discount and has an expected return allowance of $3 per unit:

N = $120 × (1 − 0.15) − $3 = $99

If cost is $60, gross profit is $39 and gross margin is 39.39%. The margin is not 50%, even though the original ticket price was twice cost.

Markdowns are not simply a reduction in margin; they can also accelerate inventory turnover, reduce future obsolescence and release cash. Consequently, a markdown decision should compare the economics of selling now with the expected economics of holding the item.

3. Contribution and Operating Profit

Gross profit is an important merchandising measure, but it may not reveal whether a product, order or channel is economically attractive. Contribution subtracts the variable costs that occur after or alongside the merchandise purchase.

Let V be total variable cost per unit, including merchandise cost and other incremental costs. Unit contribution is:

CMu = N − V

Total contribution is:

CM = (N − V) × Q

If fixed costs are F, operating profit is:

Π = CM − F

Contribution margin percentage is:

CM % = (N − V) ÷ N × 100

The formula applies when variable cost per unit is constant over the relevant range. If costs vary by volume, channel or service level, the analysis must use an appropriate piecewise or scenario model.

Worked example: from gross margin to contribution

An online retailer sells a coffee machine for $150 net of discounts. Unit merchandise cost is $90. Payment processing is 2.5% of revenue, packaging is $3, pick-and-pack labour is $5, and expected delivery subsidy is $7.

Payment cost:

$150 × 0.025 = $3.75

Total variable cost:

V = $90 + $3.75 + $3 + $5 + $7 = $108.75

Unit contribution:

CMu = $150 − $108.75 = $41.25

Contribution margin:

CM % = $41.25 ÷ $150 × 100 = 27.5%

The merchandise gross profit is $60, or 40% of sales, but the economically available contribution is only $41.25 per unit. If monthly fixed costs attributable to the channel are $82,500, the channel must sell 2,000 units to break even, as shown below.

4. Break-Even and Operating Leverage

Break-even analysis identifies the activity level at which contribution exactly covers fixed costs. With constant unit contribution:

QBE = F ÷ CMu

where Q_BE is break-even units. Break-even revenue is:

RBE = F ÷ CM%

Here CM% is expressed as a decimal. These formulas assume a single product or a constant sales mix, fixed costs remain fixed over the relevant range, and unit selling price and variable cost do not change materially.

Using the coffee-machine example:

QBE = $82,500 ÷ $41.25 = 2,000 units

Since contribution margin is 27.5%:

RBE = $82,500 ÷ 0.275 = $300,000

The margin of safety measures how far expected sales exceed break-even sales:

Margin of safety % = (Expected sales − Break-even sales) ÷ Expected sales × 100

If expected monthly revenue is $360,000:

Margin of safety % = ($360,000 − $300,000) ÷ $360,000 × 100 = 16.67%

This means revenue could fall by approximately 16.67% before the channel reaches accounting break-even, subject to the assumptions of the model.

Sales mix and multiple products

For multiple products, a single break-even formula requires a stable sales mix. Suppose a retailer sells two products in a recurring bundle of 3 units: two units of A with contribution $10 each and one unit of B with contribution $20. Bundle contribution is:

CMbundle = (2 × $10) + (1 × $20) = $40

If fixed costs are $40,000, break-even bundles are:

40,000 ÷ 40 = 1,000 bundles

This corresponds to 2,000 units of A and 1,000 units of B. If customers shift toward the lower-contribution product, actual break-even volume will be higher. Sales mix is therefore a strategic profitability variable, not merely a reporting detail.

Operating leverage describes the sensitivity of profit to sales changes. A common degree-of-operating-leverage measure at a given volume is:

DOL = Total contribution ÷ Operating profit

If contribution is $100,000 and operating profit is $20,000, DOL is 5. A 1% change in sales, assuming price and cost relationships remain stable, is associated approximately with a 5% change in operating profit. High operating leverage can amplify both growth and decline; it is especially significant for store networks with substantial leases and salaried labour.

5. Inventory Carrying Cost

Inventory creates costs while it is held. These include capital tied up in stock, warehousing, insurance, handling, shrinkage, obsolescence and markdown risk. The annual carrying-cost rate, h, is often modelled as the sum of relevant percentage components:

h = hcapital + hstorage + hinsurance + hshrinkage + hobsolescence

If average inventory value is I, annual carrying cost is:

ICCannual = I × h

The calculation is meaningful only when inventory value and rates share the same basis. For example, inventory may be valued at landed cost rather than retail value, and h must be an annual rate if the result is annual cost.

If average inventory is $500,000 and the annual carrying-cost rate is 24%:

ICCannual = $500,000 × 0.24 = $120,000

The approximate monthly cost is $10,000 if the inventory balance is broadly stable:

$120,000 ÷ 12 = $10,000

A more refined estimate uses time and units. If an item costing $40 remains in inventory for 90 days and the annual carrying rate is 24%, its time-based carrying cost is approximately:

$40 × 0.24 × 90 ÷ 365 = $2.37

This calculation excludes discrete events such as a sudden markdown or disposal. It should therefore be supplemented with expected obsolescence and shrinkage analysis.

Important inventory metrics include:

Inventory turnover = Cost of goods sold ÷ Average inventory at cost

and, using a 365-day convention:

Days of inventory = 365 ÷ Inventory turnover

If annual cost of goods sold is $1.2 million and average inventory is $300,000, turnover is 4 times and days of inventory are 91.25 days. Higher turnover is not automatically better: excessive turnover may cause stockouts, lost sales and expensive emergency replenishment.

6. Unit Economics and Profit Waterfalls

Unit economics translates a transaction into a sequence of revenues and costs. It is particularly valuable in e-commerce, marketplaces, subscription retail and omnichannel fulfilment, where a product can have an attractive gross margin but a weak contribution after service costs.

A generic unit-economic structure is:

Net revenue
− merchandise cost
− fulfilment and delivery
− payment and platform fees
− variable marketing cost
− expected returns, refunds and warranty cost
= contribution per order

The profit waterfall presents this sequence from list price to final profit. It makes the effect of discounts and leakage visible. A simplified order waterfall may be written as:

List price − discounts − returns allowance = Net sales
Net sales − variable costs = Contribution
Contribution − allocated or incremental fixed costs = Operating profit

Allocation should be clearly labelled. A channel may be contribution-positive but operating-profit-negative because it is carrying a share of fixed infrastructure. Conversely, a product may appear profitable after broad allocations while creating little incremental cash contribution.

Illustrative waterfall

Consider a $200 list-price order:

ItemAmount ($)
List price200.00
Promotional discount(20.00)
Expected returns allowance(4.00)
Net sales176.00
Merchandise cost(105.00)
Payment fee, 2.5% of net sales(4.40)
Fulfilment and packaging(12.00)
Delivery subsidy(8.00)
Expected service cost(3.00)
Contribution per order43.60

Contribution margin is $43.60 ÷ $176 = 24.77%. If customer acquisition cost is $18 per incremental order, contribution after acquisition is $25.60. If the channel has $25,600 of relevant monthly fixed cost, it requires 1,000 such orders to break even after acquisition cost.

7. Price Changes and What-If Analysis

A price change affects both unit contribution and demand. Holding volume constant, the change in profit from a price increase of ∆P is:

∆Π = Q × ∆P

However, this is only a static calculation. If volume changes from Q₀ to Q₁ and unit contribution changes from CM₀ to CM₁, with fixed costs unchanged, the profit change is:

∆Π = (Q₁ × CM₁) − (Q₀ × CM₀)

This formula is generally more useful because it incorporates both price and volume effects.

Break-even volume response to a price change

If price changes from P₀ to P₁, variable cost remains V and fixed cost remains F, the new break-even volume is:

QBE,1 = F ÷ (P₁ − V)

This does not predict demand; it shows the required volume to cover fixed costs under the new economics.

Elasticity-based interpretation

Demand price elasticity is commonly defined as:

ε = (% change in quantity demanded) ÷ (% change in price)

For a small price change, elasticity can provide an initial demand estimate. If elasticity is −1.5 and price rises by 4%, quantity is estimated to fall by approximately 6%, subject to the limitations of the estimate. Elasticity varies by customer segment, competitive context, reference price, category and time horizon; it should not be treated as a universal constant.

What-if table

Suppose a product has net price $50, variable cost $32 and current volume 10,000 units. Fixed cost is $100,000. Current profit is:

(50 − 32) × 10,000 − 100,000 = $80,000

Management considers a price increase to $52. The following scenarios illustrate sensitivity:

ScenarioNew price ($)VolumeUnit contribution ($)Profit ($)
Current5010,0001880,000
Optimistic529,8002096,000
Base529,4002088,000
Pessimistic528,8002076,000

The price increase improves profit in the optimistic and base cases but reduces it in the pessimistic case. The volume at which the price increase leaves profit unchanged is obtained from:

(P₁ − V)Q₁ − F = (P₀ − V)Q₀ − F

Thus:

Q₁ = [(P₀ − V) × Q₀] ÷ (P₁ − V)

For this example:

Q₁ = ($18 × 10,000) ÷ $20 = 9,000 units

Volume may fall by up to 10% before the increase becomes profit-neutral. This threshold is a decision aid, not a demand forecast.

8. Applied Case: FreshRoute’s Omnichannel Pricing Decision

The following is an illustrative case created for educational purposes.

Background

FreshRoute, a regional home-and-garden retailer, sells a branded garden tool both in stores and through its website. The retail price is $80. Store sales have merchandise cost of $44 and average variable store handling cost of $2 per unit. Online sales incur the same merchandise cost, plus payment fees of 2.5% of sales, pick-and-pack cost of $4, delivery subsidy of $6 and expected returns cost of $2 per unit. Online advertising costs $5 per incremental order. Monthly fixed costs attributable to the online operation are $45,000.

The company is considering a $5 online price reduction to match a competitor. Current online volume is 2,000 units per month; management estimates that the lower price could increase volume to 2,450 units, but the estimate is uncertain.

Problem

The merchandising team argues that the promotion will increase traffic and market share. The finance team argues that the online channel already has a lower contribution than stores. Management needs to determine whether the proposed price is profitable and what volume is required.

Analysis

At the current online price, payment cost is:

$80 × 0.025 = $2

Online variable cost before advertising is:

$44 + $2 + $4 + $6 + $2 = $58

Including incremental advertising, total variable cost is $63. Current unit contribution is:

$80 − $63 = $17

Current monthly operating profit is:

($17 × 2,000) − $45,000 = −$11,000

At the proposed $75 price, payment cost becomes $1.875. Variable cost including advertising is:

$44 + $1.875 + $4 + $6 + $2 + $5 = $62.875

New unit contribution is $12.125. At 2,450 units, operating profit is:

($12.125 × 2,450) − $45,000 = −$15,293.75

The promotion increases volume but worsens monthly operating loss by $4,293.75. The new break-even volume is:

$45,000 ÷ $12.125 ≈ 3,711 units

The required volume is substantially above the forecast. If the promotion were expected to reduce advertising cost or generate profitable repeat purchases, those effects would need reliable evidence before inclusion.

Approach and solution

FreshRoute rejects a blanket price reduction and tests a segmented offer instead: a limited loyalty voucher for customers with high predicted repeat purchase, while maintaining the regular price for less price-sensitive customers. It also experiments with free delivery only above a basket threshold, encouraging larger orders and spreading fulfilment cost.

The analysis is placed in a controlled test. The retailer measures net revenue, returns, contribution after marketing, repeat purchase and customer lifetime value—not merely units and traffic.

Outcome and learning points

The case demonstrates five principles:

  1. Volume growth does not guarantee profit growth.
  2. Channel-specific costs must be included in unit economics.
  3. Break-even volume is a threshold, not a demand forecast.
  4. Segmentation can be superior to an indiscriminate price cut.
  5. Long-term value may justify a short-term contribution sacrifice only when it is measured and causally supported.

9. Managerial, Ethical and Governance Considerations

Pricing analysis can be technically correct yet managerially misleading. Managers should state whether figures are inclusive or exclusive of tax, whether costs are cash or accounting costs, and whether fixed-cost allocations are avoidable. They should separate historical averages from incremental forecasts and document the source of every assumption.

Retailers must also consider consumer protection and fair trading rules. Misleading reference prices, fabricated “was” prices, hidden mandatory fees and unclear delivery charges can create legal and reputational exposure. Algorithmic pricing raises additional concerns: systems should be monitored for discriminatory outcomes, unintended coordination with competitors, excessive volatility and price differences that cannot be explained or justified.

Personalised promotions should respect privacy, consent and data-governance requirements. A customer’s willingness to pay should not be inferred from sensitive characteristics. Governance should include approval thresholds, audit trails, model monitoring, exception handling and human review for high-impact decisions.

Sustainability is relevant to profitability analysis. Excess inventory may produce markdowns, waste and unnecessary emissions. A narrow margin calculation that ignores disposal and environmental costs can reward economically and socially inefficient decisions. Conversely, investment in durable products, repair and reverse logistics may increase short-run cost while improving lifetime profitability and brand trust.

10. Technology and Contemporary Practice

Modern retail systems connect point-of-sale data, enterprise resource planning, customer analytics and inventory platforms. A pricing dashboard can show net sales, gross margin, contribution, stock cover, markdown exposure and profit by store, SKU and channel. Scenario engines can vary price, conversion, units, returns, fulfilment cost and marketing spend simultaneously.

Artificial intelligence can support demand forecasting, markdown optimisation and price experimentation, but its outputs depend on data quality and causal reasoning. A model trained on historical prices may mistake a correlation for a demand response because past prices were changed precisely when demand was weak. Managers should use controlled experiments, holdout groups, causal analysis and sensitivity ranges where possible. AI should recommend and explain; governance remains a managerial responsibility.

Challenges and Limitations

The major limitation of retail profitability models is assumption instability. Demand, returns, conversion, shrinkage and fulfilment costs may change with season, competition and volume. Average costs can conceal nonlinear effects such as warehouse capacity thresholds, overtime, delivery-zone changes and supplier quantity discounts.

Break-even analysis is deterministic, while actual retail outcomes are uncertain. Scenario analysis should therefore include ranges rather than a single forecast. Probabilistic methods may assign distributions to volume, margin and return rates, but the quality of the result cannot exceed the quality of the assumptions. Managers should update models with actual post-period performance and investigate forecast errors.

A second limitation concerns time. A product may be contribution-positive in the short run but unattractive after inventory carrying cost, warranty exposure and customer-service demands. Conversely, a new customer order may be initially unprofitable but valuable if repeat behaviour is demonstrably incremental. The correct horizon depends on the decision and should be stated explicitly.

Best-Practice Checklist

  • Define the unit, channel, period and tax basis before calculating.
  • Use net realised price, including discounts, returns and allowances.
  • Distinguish markup on cost from margin on sales.
  • Separate merchandise gross profit from contribution after variable service costs.
  • Include inventory carrying cost when comparing slow and fast-moving alternatives.
  • Identify avoidable, incremental and allocated costs explicitly.
  • Test price changes against volume thresholds and multiple scenarios.
  • Track sales mix, because aggregate margin can hide mix deterioration.
  • Validate forecasts through experiments and post-implementation review.
  • Document assumptions and maintain ethical, legal and data-governance controls.

Chapter Summary

Retail profitability depends on the relationship among net price, variable cost, volume and fixed cost. Markup divides gross profit by cost, whereas gross margin divides it by sales; confusing the two produces systematic pricing errors. Gross profit measures merchandise economics, while contribution subtracts additional variable costs such as payment, fulfilment, delivery, marketing and expected returns.

Break-even analysis determines the volume or revenue required to cover fixed costs, but it depends on stable prices, costs and sales mix. Inventory carrying cost converts the time and capital burden of stock into an economic measure. Unit economics and profit waterfalls reveal how list price becomes net sales, contribution and operating profit. What-if analysis evaluates price changes by combining new unit contribution with possible volume responses. Finally, reliable retail decisions require transparent assumptions, scenario analysis, experimentation, ethical governance and attention to long-term as well as short-term value.

Key Terms

Markup: Gross profit expressed as a percentage of cost.

Gross margin: Gross profit expressed as a percentage of net sales.

Net selling price: Selling price after discounts, allowances and expected returns adjustments.

Gross profit: Net sales less merchandise cost.

Variable cost: Cost that changes with the relevant level of activity.

Fixed cost: Cost that remains broadly constant within a relevant operating range.

Contribution: Net sales less variable costs.

Unit contribution: Contribution generated by one unit or order.

Contribution margin: Contribution expressed as a percentage of net sales.

Break-even volume: Activity level at which contribution equals fixed cost.

Margin of safety: Excess of expected sales over break-even sales.

Operating leverage: Sensitivity of operating profit to changes in sales.

Inventory carrying cost: Cost of holding inventory over time.

Inventory turnover: Cost of goods sold divided by average inventory at cost.

Unit economics: Revenue and cost analysis for one unit, order or customer transaction.

Profit waterfall: Sequential presentation of price deductions and cost deductions leading to profit.

Price elasticity: Percentage change in quantity divided by percentage change in price.

Sales mix: Relative proportion of products or channels in total sales.

Incremental cost: Additional cost caused by a specific decision or activity.

Markdown: Reduction from an original or current selling price, commonly used to clear inventory.

Review Questions

Short Answer Questions

  1. What is the difference between markup percentage and gross margin percentage?
  2. Why is contribution more useful than gross profit for evaluating an online order?
  3. State two assumptions underlying a basic break-even calculation.
  4. What costs are commonly included in inventory carrying cost?
  5. Why can a higher inventory turnover ratio be undesirable?

Long Answer Questions

  1. Explain how a retailer should move from ticket price to operating profit using a profit waterfall.
  2. Discuss the distinction between direct, indirect, fixed, variable, avoidable and allocated costs in retail decisions.
  3. Explain break-even analysis for a multi-product retailer and discuss the role of sales mix.
  4. Evaluate the managerial value and limitations of unit economics in omnichannel retailing.
  5. Discuss ethical and governance risks associated with algorithmic and personalised retail pricing.

Analytical / Application Questions

  1. A retailer buys an item for $45 and wants a 35% gross margin. Calculate the required net selling price and the corresponding markup on cost.
  2. A channel has net revenue of $120 per order, variable cost of $78, fixed monthly cost of $63,000 and expected volume of 1,800 orders. Calculate unit contribution, operating profit and break-even orders.
  3. A price rises from $40 to $42, variable cost is $25, current volume is 8,000 units and fixed costs are unchanged. Calculate the maximum new volume decline that leaves profit unchanged, and explain two assumptions behind your result.

Multiple Choice Questions with Answers

Question 1

A product costs $60 and sells for $100. What is its gross margin percentage?

A. 40%

B. 60%

C. 66.67%

D. 166.67%

Correct Answer: A. 40%

Question 2

A retailer has fixed costs of $50,000 and unit contribution of $25. What is break-even volume?

A. 1,250 units

B. 2,000 units

C. 2,500 units

D. 3,000 units

Correct Answer: B. 2,000 units

Question 3

Which item is normally subtracted from net sales to calculate contribution?

A. Only fixed head-office rent

B. Variable fulfilment cost

C. Shareholders’ equity

D. Opening inventory quantity

Correct Answer: B. Variable fulfilment cost

Question 4

Average inventory at cost is $400,000 and the annual carrying-cost rate is 18%. What is annual inventory carrying cost?

A. $22,222

B. $40,000

C. $72,000

D. $222,222

Correct Answer: C. $72,000

Question 5

If cost is $80 and the required gross margin is 20%, what net selling price is required?

A. $96

B. $100

C. $104

D. $120

Correct Answer: B. $100

Question 6

A retailer has net sales of $200 and total variable cost of $150 per unit. What is the contribution margin percentage?

A. 25%

B. 33.33%

C. 50%

D. 75%

Correct Answer: A. 25%

Question 7

Which statement best describes a profit waterfall?

A. It compares only competitor prices.

B. It shows sequential deductions from list price to profit.

C. It forecasts inventory quantities without costs.

D. It measures only annual fixed expenses.

Correct Answer: B. It shows sequential deductions from list price to profit.

Question 8

If contribution is $120,000 and operating profit is $30,000, the degree of operating leverage is:

A. 0.25

B. 2

C. 4

D. 5

Correct Answer: C. 4

Question 9

A price increase raises unit contribution from $15 to $18. Current volume is 6,000 units. At what new volume is profit unchanged, assuming fixed costs do not change?

A. 4,000 units

B. 5,000 units

C. 6,500 units

D. 7,200 units

Correct Answer: B. 5,000 units

Question 10

Which practice most improves the reliability of a price-change decision?

A. Using ticket price while ignoring returns

B. Assuming volume never changes

C. Testing multiple volume scenarios and measuring realised contribution

D. Allocating all corporate costs to every order

Correct Answer: C. Testing multiple volume scenarios and measuring realised contribution

Retail Pricing Strategies
Chapter 4 of 15