COST ACCOUNTING • PRICING AND PROFITABILITY

Cost-Plus Pricing — Compute cost-plus price using full cost or variable cost approaches (intro)

Learn how firms set selling prices by adding a markup to either total absorption cost or variable cost.

Historical Context & Motivation

Setting the right price for a product or service is one of the most consequential decisions a firm makes—it directly determines revenue, market share, and long-term viability. Before formal pricing methodologies emerged, manufacturers and merchants often relied on intuition, competitive imitation, or simple rule-of-thumb markups that varied widely across industries. As production systems grew more complex during the Industrial Revolution, the need for a systematic, cost-based pricing framework became urgent. Factory owners needed to ensure that selling prices covered not only raw materials and labor but also the growing overhead associated with mechanized production, supervision, and depreciation of capital equipment.

The concept of cost-plus pricing—sometimes called markup pricing—evolved gradually as cost accounting matured from basic bookkeeping into a sophisticated managerial discipline. Government defense procurement contracts during the world wars accelerated its adoption by demanding transparent, auditable cost bases to which negotiated profit margins were added. By the mid-twentieth century, two distinct variants had crystallized in practice: the full-cost (absorption-cost) approach and the variable-cost (contribution-margin) approach. Understanding when and why each method yields different prices remains a core competency in managerial accounting.

1880s
Factory Cost Systems Emerge
Early industrial firms begin tracking direct materials, direct labor, and factory overhead to determine a 'full cost' per unit, laying the groundwork for absorption costing.
1930s
Direct Costing (Variable Costing) Introduced
Jonathan Harris and others advocate separating fixed from variable costs for internal decision-making, enabling the variable-cost approach to pricing.
1940s
Government Cost-Plus Contracts Expand
World War II defense procurement standardizes cost-plus-fixed-fee contracts, embedding the methodology in large-scale industrial practice and regulatory frameworks.
1960s–70s
Managerial Accounting Textbooks Codify Both Methods
Leading textbooks by Horngren and others formalize the distinction between full-cost and variable-cost markup formulas, establishing the dual-approach framework still taught today.
2000s–Present
Integration with Target Costing and Data Analytics
While cost-plus remains widely used for customized and industrial products, firms increasingly combine it with market-driven methods, using ERP systems to compute real-time cost bases.

The central question this lesson addresses is straightforward yet nuanced: given a product's cost structure, how do we compute a selling price that covers all costs and delivers a target profit? More importantly, how does the choice of cost base—full cost versus variable cost—affect the markup percentage and the insights managers gain from the pricing calculation?

Core Principles & Definitions

At its core, cost-plus pricing starts with a cost base—the total cost figure to which a percentage markup is applied. The markup is designed to cover any costs not included in the base and to generate the firm's desired target profit. Because the two approaches define the cost base differently, the markup percentage differs even though both methods can be calibrated to produce the same selling price. Grasping this equivalence—and the differing managerial insights each method offers—is the essential learning objective of this lesson.

1

Full (Absorption) Cost Base

Includes all manufacturing costs—direct materials, direct labor, variable manufacturing overhead, and fixed manufacturing overhead—allocated to each unit. The markup must cover only selling & administrative expenses plus target profit.
2

Variable Cost Base

Includes only variable costs—variable manufacturing costs plus variable selling & administrative costs. The markup must cover all fixed costs (manufacturing and non-manufacturing) plus target profit, making it a larger percentage.
3

Markup Percentage

Calculated as the ratio of costs not in the base plus the desired profit to the total cost base. A wider cost base means a narrower markup, and vice versa. The formula is: Markup % = (Costs outside base + Target profit) ÷ Cost base.
4

Target Selling Price

The final price is simply: Selling Price = Cost Base per Unit × (1 + Markup %). Both approaches, properly calibrated, produce the same target price, but they surface different cost-behavior information for managers.
KEY TAKEAWAY
Think of cost-plus pricing like filling a glass of water. The cost base is the water already in the glass—the bigger the pour (full cost), the less you need to top off (smaller markup). If you start with just a little water (variable cost), you need a much bigger top-off (larger markup) to reach the same fill line (selling price). Either way, you end up with the same full glass, but the proportions of initial pour versus top-off differ.

Visual Explanation — Cost Bases Compared

Figure 1 — Two stacked bars illustrate how the full-cost approach includes fixed manufacturing overhead in its cost base (left), producing a smaller markup layer, while the variable-cost approach (right) excludes all fixed costs from the base, resulting in a proportionally larger markup. Both bars reach the same selling-price line at the top.

The diagram above conveys the single most important insight of this lesson: the choice of cost base does not change the target selling price when the markup is properly calibrated. In the full-cost bar on the left, direct materials, direct labor, variable manufacturing overhead, and fixed manufacturing overhead form a broad base. The markup layer on top is relatively thin because it only needs to recover selling and administrative (S&A) expenses plus the desired profit. In the variable-cost bar on the right, the base is narrower—it contains only the variable production costs plus variable S&A—so the markup layer is correspondingly thicker to absorb all fixed costs in addition to profit. Recognizing this inverse relationship between base breadth and markup percentage is fundamental to interpreting cost-plus pricing calculations correctly.

Mathematical Framework

Both approaches share a common algebraic structure. The selling price per unit equals the per-unit cost base multiplied by one plus the markup percentage. The markup percentage itself is derived by dividing the sum of costs excluded from the base and the target profit by the total cost base. Below we formalize each approach.

General Cost-Plus Formula

GENERAL COST-PLUS PRICE
Selling Price per Unit = Cost Base per Unit × (1 + Markup %)
where Cost Base per Unit is either the full (absorption) cost or the total variable cost per unit, and Markup % is expressed as a decimal (e.g., 0.40 for 40%).

Full-Cost (Absorption) Markup

FULL-COST MARKUP %
Markup %_FC = (Total S&A Expenses + Target Profit) ÷ Total Full Manufacturing Cost
The numerator includes all selling and administrative expenses (variable and fixed) plus the desired profit. The denominator is the full manufacturing cost for the expected volume—direct materials + direct labor + variable manufacturing overhead + fixed manufacturing overhead.

Variable-Cost Markup

VARIABLE-COST MARKUP %
Markup %_VC = (Total Fixed Costs + Total Fixed S&A + Target Profit) ÷ Total Variable Costs
Here the numerator is larger because it must cover fixed manufacturing overhead, fixed S&A expenses, and the target profit. The denominator is the total variable cost for the expected volume—variable manufacturing costs plus variable S&A. Consequently, Markup %_VC > Markup %_FC whenever fixed costs are positive.
⚠️ Important Note
Some textbooks define the full-cost base to include all costs (manufacturing and S&A), in which case the markup covers only the target profit. Always verify the definition of "full cost" in your course materials before computing the markup.

Detailed Breakdown — Cost Components

To apply either pricing formula, managers must first classify every cost into one of several categories. The table below provides the standard taxonomy and shows which costs fall inside the cost base under each approach. Careful classification is critical because placing a cost in the wrong category will distort both the markup percentage and the resulting selling price.

Table 1 — Cost classification under each pricing approach
Cost ComponentFull-Cost Base?Variable-Cost Base?Behavior
Direct Materials✓ Included✓ IncludedVariable
Direct Labor✓ Included✓ IncludedVariable
Variable Manufacturing OH✓ Included✓ IncludedVariable
Fixed Manufacturing OH✓ Included✗ In MarkupFixed
Variable Selling & Admin✗ In Markup✓ IncludedVariable
Fixed Selling & Admin✗ In Markup✗ In MarkupFixed
Target Profit✗ In Markup✗ In Markup
Figure 2 — Decision flowchart showing how the choice of cost base determines what costs the markup must recover. Both paths converge on the same target selling price when the markup is correctly computed.

Notice in Figure 2 that the decision point is the choice of cost base. Under the full-cost path, the base is broader because it absorbs fixed manufacturing overhead; consequently, the markup percentage is smaller and covers only non-manufacturing expenses plus profit. Under the variable-cost path, the base is narrower—consisting solely of costs that change with output—so the markup must absorb a heavier load: all fixed costs plus profit. The flowchart's two branches converge at the bottom to emphasize the equivalence of the final selling price.

Worked Example

Apex Electronics manufactures a consumer device. Management wants to set a selling price using cost-plus pricing and has asked the cost accounting team to compute prices under both the full-cost and variable-cost approaches. The following data apply to an expected annual volume of 10,000 units.

Apex Electronics — Cost Data
Cost ItemPer UnitTotal (10,000 units)
Direct Materials$25$250,000
Direct Labor$15$150,000
Variable Manufacturing OH$10$100,000
Fixed Manufacturing OH$20$200,000
Variable Selling & Admin$5$50,000
Fixed Selling & Admin$100,000
Target Profit$200,000

Approach A: Full-Cost (Absorption) Method

Full-Cost Pricing Calculation
1
Step 1 — Compute Full Manufacturing Cost per UnitFull manufacturing cost per unit = Direct Materials + Direct Labor + Variable Mfg OH + Fixed Mfg OH = $25 + $15 + $10 + $20.
Full manufacturing cost per unit = $70
2
Step 2 — Compute Total Full Manufacturing CostTotal full manufacturing cost = $70 × 10,000 units = $700,000. This is the denominator of the markup formula.
Total full manufacturing cost = $700,000
3
Step 3 — Compute Markup NumeratorThe markup must cover all S&A expenses plus target profit. Total S&A = Variable S&A ($50,000) + Fixed S&A ($100,000) = $150,000. Numerator = $150,000 + $200,000 (profit).
Markup numerator = $350,000
4
Step 4 — Compute Markup PercentageMarkup %_FC = $350,000 ÷ $700,000 = 0.50, or 50%.
Markup %_FC = 50%
5
Step 5 — Compute Selling PriceSelling price = $70 × (1 + 0.50) = $70 × 1.50.
Selling price = $105 per unit

Approach B: Variable-Cost Method

Variable-Cost Pricing Calculation
1
Step 1 — Compute Total Variable Cost per UnitVariable cost per unit = Variable Mfg costs + Variable S&A = ($25 + $15 + $10) + $5.
Variable cost per unit = $55
2
Step 2 — Compute Total Variable CostsTotal variable costs = $55 × 10,000 = $550,000. This is the denominator.
Total variable costs = $550,000
3
Step 3 — Compute Markup NumeratorThe numerator must cover all fixed costs plus target profit. Fixed Mfg OH ($200,000) + Fixed S&A ($100,000) + Target Profit ($200,000).
Markup numerator = $500,000
4
Step 4 — Compute Markup PercentageMarkup %_VC = $500,000 ÷ $550,000 ≈ 0.9091, or approximately 90.91%.
Markup %_VC ≈ 90.91%
5
Step 5 — Compute Selling PriceSelling price = $55 × (1 + 0.9091) = $55 × 1.9091 ≈ $105.00.
Selling price ≈ $105 per unit

Both approaches yield a selling price of approximately $105 per unit, confirming that the methods are algebraically equivalent when the markup is correctly derived. The key difference is informational: the full-cost approach tells management that manufacturing cost per unit is $70, while the variable-cost approach reveals that the true incremental cost of one more unit is only $55—a distinction that becomes critically important in special-order and short-run pricing decisions.

Strengths, Limitations & Comparison

Each approach carries distinct advantages and disadvantages that make it better suited to certain managerial contexts. The table below summarizes the trade-offs, helping you decide which method to recommend in a given business scenario.

Table 2 — Full-Cost vs. Variable-Cost Approach Comparison
CriterionFull-Cost ApproachVariable-Cost Approach
Ease of computationStraightforward if overhead is already allocated (e.g., for GAAP reporting).Requires separating costs into fixed and variable components, which may demand additional analysis.
Cost recovery assuranceEnsures all manufacturing costs are included in the base, reducing risk of under-pricing.Fixed costs are in the markup; if volume falls short of projections, fixed costs may not be fully recovered.
Decision-making insightObscures cost behavior—managers cannot easily see marginal cost per unit.Highlights contribution margin, useful for special orders, make-or-buy, and short-run decisions.
Volume sensitivityPer-unit fixed OH changes with volume; cost base is only valid at the assumed activity level.Variable cost per unit is stable across volumes, but the markup calculation depends on the assumed volume for fixed-cost recovery.
Common use casesGovernment contracts, regulated industries, long-term pricing for standard products.Custom orders, competitive bidding, short-run pricing, capacity utilization analysis.
KEY TAKEAWAY
Neither approach is inherently superior—they serve different purposes. Think of them as two different lenses on the same object: the full-cost lens gives you a conservative, all-inclusive view that appeals to external regulators and auditors, while the variable-cost lens gives you a dynamic, behavior-focused view that empowers internal decision-makers. A well-rounded cost accountant uses both.

Connection to Advanced Pricing Theory

Cost-plus pricing is a foundational tool, but it does not operate in a vacuum. As you advance in your studies, you will encounter pricing strategies that integrate market demand, competitive dynamics, and strategic positioning. The table below maps cost-plus concepts to their more advanced counterparts, giving you a preview of how this introductory framework scales.

Table 3 — From Cost-Plus Basics to Advanced Pricing Methods
Introductory Concept (This Lesson)Advanced Extension
Full-cost markup pricingActivity-Based Costing (ABC) pricing — uses refined cost pools and multiple cost drivers instead of a single allocation base for overhead.
Variable-cost markup pricingContribution-margin analysis and CVP (Cost-Volume-Profit) modeling — uses variable cost per unit to determine break-even points and target-profit volumes.
Adding a target profit to costTarget costing — starts with a market-determined price and works backward to a maximum allowable cost, reversing the cost-plus logic.
Single markup percentagePrice discrimination and dynamic pricing — uses demand elasticity data to set different markups for different customer segments or time periods.
Assumed production volumeTransfer pricing — sets internal prices between divisions using cost-based, market-based, or negotiated methods, often under regulatory constraints.

A common criticism of cost-plus pricing is that it ignores demand: a markup that yields a "fair" profit is meaningless if customers are unwilling to pay the resulting price. Target costing addresses this limitation head-on by starting with the market price and subtracting the desired margin to derive the allowable cost, forcing the organization to re-engineer products to meet the cost target. As you move into more advanced coursework, keep in mind that cost-plus pricing remains a critical building block—it teaches you to think rigorously about cost structures—even as you layer market-driven refinements on top of it.

Practice Problems

PROBLEM 1CONCEPTUAL
Explain why the variable-cost markup percentage is always higher than the full-cost markup percentage for the same product, assuming the firm has positive fixed manufacturing overhead. Under what extreme cost structure would the two percentages be equal?
PROBLEM 2BASIC CALCULATION
A firm produces 5,000 widgets per year. Per-unit costs: direct materials $12, direct labor $8, variable manufacturing overhead $4, fixed manufacturing overhead $6. Total selling & administrative expenses are $40,000 (all fixed). The target profit is $60,000. Compute the selling price using the full-cost approach.
PROBLEM 3INTERMEDIATE
Using the same data from Problem 2, now compute the selling price using the variable-cost approach. Assume variable S&A expenses are $2 per unit and the remaining S&A expenses ($40,000 − $10,000 = $30,000) are fixed. Verify that both methods yield the same selling price.
PROBLEM 4APPLIED
SolarTech Inc. manufactures solar panel inverters. Annual data: expected volume 8,000 units; direct materials $45/unit; direct labor $30/unit; variable manufacturing overhead $15/unit; fixed manufacturing overhead $320,000 total; variable S&A $6/unit; fixed S&A $160,000 total. SolarTech's required return on investment is 15% on assets of $2,000,000. (a) What is the target profit? (b) Compute the selling price under both the full-cost and variable-cost approaches. (c) If a one-time special order for 500 extra units is received (with no additional fixed costs or S&A), what is the minimum price SolarTech should accept using variable-cost information?
PROBLEM 5CRITICAL THINKING
A critic argues that cost-plus pricing is circular: the per-unit fixed cost depends on volume, but volume depends on price, which depends on cost. Evaluate this critique. How does the variable-cost approach partially address this circularity, and what additional pricing methodology would you recommend to fully resolve the issue?

Lesson Summary

Cost-plus pricing determines a selling price by adding a markup percentage to a cost base. Under the full-cost (absorption) approach, the cost base includes all manufacturing costs—direct materials, direct labor, variable and fixed manufacturing overhead—so the markup covers only selling and administrative expenses plus target profit. Under the variable-cost approach, the cost base includes only variable costs (manufacturing and S&A), requiring a larger markup to absorb all fixed costs plus target profit.

When properly calibrated, both methods yield the same target selling price. The full-cost method is favored for its simplicity and alignment with GAAP absorption costing, while the variable-cost method provides superior cost-behavior insight—particularly valuable for special-order decisions and contribution-margin analysis. As a future manager or analyst, mastering both approaches equips you to set prices that are defensible, transparent, and aligned with organizational profit objectives.

Varsity Tutors • Cost Accounting • Cost-Plus Pricing — Compute cost-plus price using full cost or variable cost approaches (intro)