KS3 · Biology
Measuring energy in food
How much energy is packed into a piece of puffed wheat? Set it on fire under some water and find out.
Run the practical
Put the food sample on the balance and write down its mass. Our example: 2 g of puffed wheat.
Example run: a 2 g piece of puffed wheat. The 20 °C start is an example reading.
The kit
Explore
tap the kit ↓
Tap a piece of equipment to see its job and its safety point.
Making it a fair test
Change one thing, measure one thing, keep the rest the same
Which kind of variable is each factor?
Still to sort
Independent variable (0)
The factor you change.
Where the line is: You choose it before the test. The dependent variable is what you find out after.
Dependent variable (0)
The factor you measure.
Where the line is: It is the result you read off, not something you set up.
Control variables (0)
Factors kept the same so the investigation is valid.
Where the line is: Kept the same on purpose. If one of these changed, you could not tell whether the food caused the difference.
Sort each factor into the kind of variable it is in this practical.
WHAT YOU'VE LEARNED
A quick recap of today's lesson.
Burn a food, warm some water, and turn the temperature rise into joules.
What you need to know
- Different foods provide different amounts of energy; food labels show it in kilojoules (kJ) or kilocalories (kcal). You can compare foods yourself by burning each one under some water and measuring the temperature change of the water.
- Temperature change (°C) = final temperature − initial temperature, so you must read the thermometer before the food is lit and after it goes out.
- Energy provided by the food (J) = mass of water (g) × rise in temperature (°C) × 4.2, and 30 cm³ of water has a mass of 30 g.
- Divide the energy by the mass of food burned to get the energy per gram (J/g) — that is the number you compare foods with.
The big picture
Different foods provide different amounts of energy. In this practical you burn a food under 30 cm³ of water and measure how much the water's temperature rises. Energy provided (J) = mass of water (g) × rise in temperature (°C) × 4.2, and dividing by the mass of food burned gives the energy per gram, which is how you compare foods. Your answer can come out lower than expected, because not all the food burns and some energy heats the surroundings instead of the water.
Key points
Worked example
Problem
A student burns 1.5 g of Food B under 30 cm³ of water three times. The temperature changes are 6 °C, 7 °C and 8 °C. Calculate the energy per gram of Food B.
⚠ Watch out
Putting the final temperature into the energy equation instead of the rise. The equation needs how much the water warmed up (final − initial), not the temperature it ended at.
Memory hook
The food is the fuel; the water keeps the score. Water × Warm-up × 4.2 gives the joules — then share them out per gram of food.
Check yourself
Two foods each warm 30 cm³ of water by 6 °C, but one sample had twice the mass of the other. Which food provides more energy per gram, and how do you know?
Flashcards
(14)How can you compare how much energy different foods provide?
Where is the energy in a food shown, and in what units?
Independent and dependent variables in the burning-food practical?
Name the three control variables.
What do the mounted needle and the Bunsen burner each do?
How do you work out the temperature change?
Equation for the energy provided by a food?
What is the mass of 30 cm³ of water?
How do you find the energy per gram of a food?
Where do units go in a results table?
How do you calculate a mean temperature change?
Give two reasons the calculated energy can be lower than expected.
Why must the heat proof mat be below the burning food?
What should you think about alongside a food's energy content?
Tap any card to flip it, or use Study as deck to go through them one at a time. In the full lesson these run as a spaced-repetition deck — you rate each card Hard, Good or Easy and the tricky ones keep coming back until they stick.
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How this lesson was checked. This KS3 Biologylesson was published through Lightbulb Learning's human-designed editorial process — the educational standards, accuracy rules and publication checks it must pass were authored and approved by Philip Halpin. It passed subject-specific assessment, automated educational checks and technical publication verification before going live (publication checks completed 2 October 2026). Published pages are monitored, human spot-checking is ongoing across the lesson library, and anything found wrong is corrected or withdrawn. How our lessons are made and checked. Spotted a mistake? Email hello@lightbulblearning.co and we'll review it.