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Marginal analysis helps businesses decide whether to make or buy a product, add/drop a segment, accept special orders, sell or process further, or optimize under constraints. You use it to compare incremental costs and benefits of a decision—ignoring sunk costs—to maximize profit.
Why use it today?Businesses face daily trade-offs: Should you outsource production? Drop a losing product line? Accept a one-time bulk order? Marginal analysis cuts through noise by focusing only on future cash flows affected by the decision.
Industries that rely on it: Manufacturing, retail, logistics, consulting, and startups scaling operations.
Question: Should we produce a component in-house or outsource it? Steps: 1. Calculate incremental cost to make: - Direct materials + Direct labor + Variable overhead. - Ignore fixed overhead (unless it changes with the decision).2. Compare to purchase price.3. Consider qualitative factors: - Quality control, supplier reliability, intellectual property risks.
Example: - Make: $8/unit (materials + labor + variable overhead).- Buy: $10/unit.- Decision: Make (saves $2/unit).
But: If buying frees up capacity to produce a higher-CM product, the opportunity cost of making might tip the scale toward buying.
Question: Should we keep or eliminate a product line/division? Steps: 1. Calculate segment CM (Revenue – Variable costs).2. Subtract avoidable fixed costs (costs that disappear if the segment is dropped).3. If result is negative, drop the segment (unless qualitative factors override).
Example: - Segment revenue: $50,000 - Variable costs: $30,000 - Avoidable fixed costs: $15,000 - Segment CM – Avoidable fixed costs = ($50K – $30K) – $15K = $5K loss.- Decision: Drop (saves $5K).
Pitfall: Allocating unavoidable fixed costs (e.g., CEO salary) to the segment—these stay even if the segment is dropped.
Question: Should we accept a one-time order at a discounted price? Steps: 1. Check if you have excess capacity.2. Calculate incremental revenue (order price × units).3. Subtract incremental costs (variable costs + any special setup costs).4. If positive, accept the order.
Example: - Regular price: $20/unit.- Special order: 1,000 units at $15/unit.- Variable cost: $10/unit.- Excess capacity: Yes.- Incremental revenue: $15 × 1,000 = $15,000.- Incremental cost: $10 × 1,000 = $10,000.- Net benefit: $5,000.- Decision: Accept.
Pitfall: Accepting an order that displaces regular sales (opportunity cost).
Question: Should we sell a product as-is or refine it for a higher price? Steps: 1. Calculate incremental revenue from processing further.2. Subtract incremental costs of processing.3. If positive, process further.
Example: - Sell as-is: $50/unit.- Process further: $70/unit (costs $15/unit to refine).- Incremental revenue: $70 – $50 = $20.- Incremental cost: $15.- Net benefit: $5.- Decision: Process further.
Pitfall: Ignoring joint costs (costs shared by multiple products before split-off).
Question: How should we allocate a limited resource (e.g., machine hours) to maximize profit? Steps: 1. Identify the constraint (e.g., 1,000 machine hours available).2. Calculate CM per unit of constraint for each product.3. Allocate the constraint to the highest-CM product first, then next, etc.
Example: | Product | CM/Unit | Machine Hours/Unit | CM/Hour | |---------|---------|--------------------|---------| | A | $20 | 2 | $10 | | B | $30 | 5 | $6 | | C | $15 | 1 | $15 |
Pitfall: Assuming all products use the constraint equally (e.g., Product C is most profitable per hour).
Scenario: Should you accept a special order for 500 units at $12/unit? - Regular price: $20/unit.- Variable cost: $8/unit.- Fixed costs: $5,000/month (unavoidable).- Excess capacity: Yes.
Steps: 1. Calculate incremental revenue: plaintext 500 units × $12 = $6,000 2. Calculate incremental cost: plaintext 500 units × $8 = $4,000 3. Net benefit: plaintext $6,000 – $4,000 = $2,000 4. Decision: Accept (profit increases by $2,000).
plaintext 500 units × $12 = $6,000
plaintext 500 units × $8 = $4,000
plaintext $6,000 – $4,000 = $2,000
Expected Outcome: A clear "yes/no" decision with quantified impact.
Fix: Ignore costs already spent.
Overlooking opportunity costs
Fix: Compare the order’s CM to the CM of displaced sales.
Misallocating fixed costs
Fix: Only subtract avoidable fixed costs.
Assuming all constraints are equal
Fix: Always calculate CM per unit of the constraint.
Ignoring qualitative factors
plaintext =IF((Special_Order_Price - Variable_Cost) > 0, "Accept", "Reject")
Decision: In-house production for control over quality and supply chain.
Retail (Add/Drop Segments)
Decision: Drop if segment CM < avoidable fixed costs.
Airlines (Special Orders)
Decision: Accept if incremental revenue > incremental cost (fuel, crew, maintenance).
Food Processing (Sell or Process Further)
Decision: Process further if incremental revenue > processing costs.
Tech (Constraint Analysis)
A company can produce a part in-house for $12/unit (variable cost) or buy it for $10/unit. Fixed overhead is $5,000/month (unavoidable). Should they make or buy if demand is 1,000 units?
A) Make (saves $2,000) B) Buy (saves $2,000) C) Indifferent (no difference) D) Buy (saves $5,000)
Correct Answer: B) Buy (saves $2,000)- Explanation: - Incremental cost to make: $12 × 1,000 = $12,000. - Incremental cost to buy: $10 × 1,000 = $10,000. - Savings: $12,000 – $10,000 = $2,000.- Why distractors are tempting: - A: Confuses total cost (including fixed overhead) with incremental cost. - C: Assumes fixed costs are relevant. - D: Overstates savings by including unavoidable fixed costs.
A product has a CM of $15/unit and requires 3 machine hours/unit. Another product has a CM of $20/unit and requires 5 machine hours/unit. Which should you prioritize if machine hours are limited?
A) The $15/unit product (higher CM/unit) B) The $20/unit product (higher total CM) C) The $15/unit product (higher CM/hour) D) Neither (both are equally profitable)
Correct Answer: C) The $15/unit product (higher CM/hour)- Explanation: - CM/hour for $15 product: $15 / 3 = $5/hour. - CM/hour for $20 product: $20 / 5 = $4/hour. - Prioritize the higher CM/hour.- Why distractors are tempting: - A/B: Focus on CM/unit or total CM, ignoring the constraint. - D: Assumes equal profitability without calculating CM/hour.
A segment has $100,000 revenue, $60,000 variable costs, and $50,000 fixed costs (of which $20,000 are avoidable). Should you drop the segment?
A) Yes (loses $10,000) B) No (profitable by $10,000) C) Yes (loses $30,000) D) No (profitable by $40,000)
Correct Answer: A) Yes (loses $10,000)- Explanation: - Segment CM: $100K – $60K = $40K. - Avoidable fixed costs: $20K. - Net impact: $40K – $20K = $20K profit if kept. - Wait—this contradicts the answer! Correction: The segment is profitable ($20K), so B) No is correct.- Why distractors are tempting: - A/C: Misallocate all fixed costs (not just avoidable ones). - D: Overstates profitability by ignoring variable costs.
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