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DECA Study Guide – Revenue Management (Yield Management & Pricing Strategies)
Revenue Management (often called Yield Management) is the systematic use of pricing, inventory control, and demand forecasting to maximize the money earned from a fixed?capacity product or service (e.g., airline seats, hotel rooms, school event tickets). For DECA it’s essential because the exam tests your ability to set optimal prices, predict demand, and explain the financial impact of pricing decisions. Example: A high?school theater club has 200 seats for its spring musical. By adjusting ticket prices based on projected attendance, the club can increase total ticket revenue without adding more seats.
Mistake: Assuming a higher price always equals higher revenue. Correction: Verify with the demand curve; if demand is elastic, a price increase can reduce total revenue.
Mistake: Ignoring variable costs when calculating contribution margin. Correction: Subtract variable cost per unit; a price that covers fixed costs but not variable costs still loses money per unit sold.
Mistake: Using total sales dollars instead of RevPAU for capacity?based businesses. Correction: RevPAU normalizes revenue to the number of units available, revealing true performance per seat/room.
Mistake: Forgetting to adjust for seasonality in demand forecasts. Correction: Apply seasonal indices or separate forecasts for peak vs. off?peak periods.
Mistake: Over?relying on a single price point without segmenting the market. Correction: Identify distinct segments (e.g., students vs. community members) and price accordingly to capture consumer surplus.
A hotel has 150 rooms, an average daily rate (ADR) of $120, and an occupancy of 70?%. What is the RevPAR? Answer: $84. Explanation: RevPAR = ADR × Occupancy = $120 × 0.70 = $84.
If the price elasticity of demand for a concert ticket is –1.8, what happens to total revenue when price is raised 5?%? Answer: Total revenue falls. Explanation: Elastic demand (|PED|?>?1) means quantity drops proportionally more than price rises, reducing revenue.
A school fundraiser sells 500 shirts. Fixed costs = $2,000; variable cost per shirt = $5. What is the minimum price per shirt to break even? Answer: $9. Explanation: Break?even units = Fixed ÷ (Price – VC). Set units = 500-$2,000 ÷ (P – $5) = 500-P – $5 = $4-P = $9.
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