HOS-CULI27-01 · Lesson 5 · 20 clock hours · practice
Food-Cost Percentage and Basic Inventory Math
Objective. Students will calculate food-cost percentage for a menu item and complete a physical inventory count sheet with dollar extensions, producing results consistent with provided control figures.
⚠ Pending professional review
This lesson, its worked examples and its practice questions has not yet been verified by a certified food-safety manager and industry professional or by a certification or approval body. It is a study draft and may contain errors. Do not use it as instructions for work on a job site or on live equipment. Always follow your instructor, your supervising professional, and current official references and regulations.
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Why Food-Cost Math Matters
Every professional kitchen runs on two things: great food and sound numbers. If a dish costs more to make than the menu price can support, the operation loses money no matter how delicious it tastes. Food-cost percentage and physical inventory counting are the two foundational tools that keep a kitchen financially healthy. Mastering them is a core expectation for anyone pursuing the ACF Certified Culinarian credential and for anyone working in a professional foodservice environment.
Food-Cost Percentage
Food-cost percentage expresses the cost of ingredients for a dish as a percentage of the selling price. The formula is straightforward:
Food-Cost % = (Plate Cost ÷ Selling Price) × 100
- Plate cost (also called portion cost) is the total ingredient cost to produce one serving of the dish.
- Selling price is the price the guest pays on the menu.
Most full-service restaurants target a food-cost percentage in the range of roughly 28–35 percent, though the exact target varies by concept, segment, and menu mix. Your instructor will give you the target range to use for this lesson. Items that fall above the target are either priced too low or too costly to produce; items that fall well below the target may indicate a pricing opportunity or a very low-cost ingredient mix.
A high food-cost percentage is not automatically bad—a steakhouse may run higher because protein costs are high—but management must be aware and price accordingly. The goal is a blended food cost across the whole menu that keeps the operation profitable.
Plate Cost: Where the Number Comes From
Before you can calculate food-cost percentage, you need an accurate plate cost. Plate cost is built from a standardized recipe: every ingredient is listed with a precise yield-adjusted quantity, multiplied by the unit cost, then summed. Yield adjustment accounts for trim loss (for example, a whole chicken breast loses weight when butchered and cooked). For this lesson, plate costs are provided on your data handout, so you can focus on the percentage calculation itself.
Pricing Strategy
If an item's food-cost percentage is too high, management has three basic options:
1. Raise the selling price (may affect guest value perception).
2. Reduce the plate cost (find lower-cost ingredients or reduce portion size).
3. Remove or rework the item (replace it with a dish that hits the target).
Small-group discussion of these trade-offs is part of today's activities.
Physical Inventory: Counting What You Have
A physical inventory is a hands-on count of every product in the storeroom, walk-in cooler, freezer, and dry storage. It is taken at regular intervals—typically at the end of each accounting period—and produces a dollar value of food on hand. That value is used in the cost-of-goods-sold calculation for the period.
Steps in a physical inventory:
1. Count each item carefully. Use the unit of measure printed on the count sheet (cans, pounds, cases, each).
2. Record the quantity on the count sheet in the correct unit.
3. Extend: multiply quantity by the unit price provided. This is called the extension. Extension = Quantity × Unit Price.
4. Total by category (dairy, proteins, dry goods, etc.), then grand-total all categories.
Accuracy is critical. A counting error compounds into an extension error, which distorts the cost-of-goods calculation and can lead to bad purchasing decisions.
Using a Spreadsheet for Extensions
A pre-built spreadsheet template does the arithmetic for you once quantities are entered—but only if the formulas are correct. In today's activity you will enter quantities, verify that each extension cell contains a multiplication formula (e.g., `=B2*C2`), and check your grand total against the instructor's control figure. If your total is off by more than 1 percent, trace back through each line to find the counting or entry error.
Using a formula rather than typing in a calculated number is important: it creates an auditable record and updates automatically if a price changes.
Safety Notes for Storeroom and Kitchen Work
- Storeroom safety: Keep aisles clear. Use a step stool rated for your weight when reaching high shelves—never stand on shelves or boxes. Report any damaged or leaking containers to your instructor immediately; do not handle broken glass without cut-resistant gloves.
- Cold storage: When entering a walk-in cooler or freezer, tell someone you are going in and confirm the door can be opened from the inside. Wear appropriate layers for extended time in cold environments.
- Food safety during inventory: Do not open sealed packages to count contents by sight unless instructed. Keep the count sheet dry and away from food contact surfaces. Wash hands before and after handling food items, per ServSafe food-handler standards.
- Ergonomics: Lift boxes with your legs, not your back. Get help for items over the weight you can safely manage alone.
Key terms8
Food-Cost PercentageThe ratio of a dish's ingredient cost to its menu selling price, expressed as a percentage; calculated as (plate cost ÷ selling price) × 100.
Plate CostThe total ingredient cost to produce one standardized serving of a menu item, accounting for yield loss.
Selling PriceThe price charged to the guest on the menu for one portion of a dish.
Physical InventoryA hands-on count of all food and beverage products on hand, conducted at regular intervals to determine the dollar value of inventory.
ExtensionThe dollar value calculated for each inventory line item by multiplying the counted quantity by the unit price.
Unit of MeasureThe standardized unit in which an inventory item is counted and priced (e.g., each, pound, case, gallon).
Standardized RecipeA tested recipe with fixed ingredients, quantities, yields, and procedures used consistently to control quality and cost.
Cost of Goods Sold (COGS)The total food cost used during an accounting period, calculated as beginning inventory plus purchases minus ending inventory.
Worked examples4
1. A bowl of lobster bisque has a plate cost of $4.20 and sells for $13.00. What is the food-cost percentage?
- Write the formula: Food-Cost % = (Plate Cost ÷ Selling Price) × 100
- Substitute values: (4.20 ÷ 13.00) × 100
- Divide: 4.20 ÷ 13.00 = 0.3231 (rounded to four decimal places)
- Multiply by 100: 0.3231 × 100 = 32.31%
Answer: Food-cost percentage = 32.31%
2. A grilled salmon entrée has a food-cost percentage of 34% and sells for $26.00. What is the plate cost?
- Rearrange the formula: Plate Cost = Food-Cost % × Selling Price (expressed as a decimal)
- Convert percentage to decimal: 34% = 0.34
- Multiply: 0.34 × 26.00 = 8.84
Answer: Plate cost = $8.84
3. During a physical inventory you count 6 cans of tomato paste. Each can has a unit price of $2.75. What is the extension for this line item?
- Write the extension formula: Extension = Quantity × Unit Price
- Substitute values: 6 × $2.75
- Multiply: 6 × 2.75 = 16.50
Answer: Extension = $16.50
4. Your inventory spreadsheet shows a grand total of $3,412.00. The instructor's control figure is $3,380.00. What is the variance percentage, and does it fall within the acceptable 1 percent threshold?
- Calculate the dollar variance: $3,412.00 − $3,380.00 = $32.00
- Divide by the control figure: $32.00 ÷ $3,380.00 = 0.00947
- Multiply by 100: 0.00947 × 100 = 0.947%
- Compare to threshold: 0.947% is less than 1%, so the variance is within the acceptable range
Answer: Variance = 0.95% (rounded), which is within the 1% threshold—acceptable, but worth reviewing counts to narrow the gap.
The math in this lesson2
Learners divide $4.20 plate cost by $13.00 price for a 32.31% food cost.
7.RP.3A-CED.4
In class: Given plate cost and selling price data for five menu items, students calculate food-cost percentage for each and identify which items fall within a target range set by the instructor; discuss pricing strategy adjustments in small groups. · Conduct a simulated physical inventory of a storeroom set up with labeled cans, dry goods, and fresh items at assigned par values; students count, record unit of measure and quantity, extend at provided unit prices, and total by category. · Enter inventory data into a pre-built spreadsheet template, use a formula to auto-calculate totals, then compare their spreadsheet total against the instructor's control figure; identify and correct any counting or extension errors.
Materials: Simulated storeroom with labeled inventory items, physical inventory count sheets, calculator, computer with spreadsheet software (e.g., Google Sheets or Microsoft Excel), menu-item cost and price data handout, food-cost percentage formula reference card
Check: Food-cost percentage worksheet: all five items calculated correctly (within rounding); inventory count sheet extensions must match control figures within 1 percent total variance; spreadsheet submitted digitally with student name and correct formula visible in at least three cells—instructor signs off.
Practice check8
Answer each question, then check it. Nothing is recorded; this is your own practice.
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