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Students can use this worksheet to practice reading the riders on a triple beam balance to determine the mass of an object in grams.

Measuring Mass Practice worksheet showing six triple beam balance diagrams and questions.

Measuring Mass Practice worksheet showing six triple beam balance diagrams and questions.

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Show Answer Key & Explanations Step-by-step solution for: 11 Measuring Mass Practice | PDF | Weighing Scale | Kilogram
Let's solve each of the triple beam balance problems step by step. A triple beam balance has three beams, each with a sliding weight (rider) that measures mass in grams:

1. The largest beam (top) measures in 100-gram increments.
2. The middle beam measures in 10-gram increments.
3. The bottom beam (with a finer scale) measures in 1-gram increments, and often includes a 0.1 gram precision if there’s a decimal scale.

We add the values from all three beams to get the total mass.

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Problem 1


- Top beam: Rider at 200 g
- Middle beam: Rider at 50 g
- Bottom beam: Rider at 3.0 g

Total = 200 + 50 + 3 = 253 g

Answer: 253 g

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Problem 2


- Top beam: Rider at 500 g
- Middle beam: Rider at 40 g
- Bottom beam: Rider at 7.0 g

Total = 500 + 40 + 7 = 547 g

Answer: 547 g

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Problem 3


- Top beam: Rider at 300 g
- Middle beam: Rider at 30 g
- Bottom beam: Rider at 6.0 g

Total = 300 + 30 + 6 = 336 g

Answer: 336 g

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Problem 4


- Top beam: Rider at 200 g
- Middle beam: Rider at 10 g
- Bottom beam: Rider at 2.0 g

Total = 200 + 10 + 2 = 212 g

Answer: 212 g

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Problem 5


- Top beam: Rider at 100 g
- Middle beam: Rider at 20 g
- Bottom beam: Rider at 2.0 g

Total = 100 + 20 + 2 = 122 g

Answer: 122 g

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Problem 6


- Top beam: Rider at 500 g
- Middle beam: Rider at 10 g
- Bottom beam: Rider at 6.0 g

Total = 500 + 10 + 6 = 516 g

Answer: 516 g

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Problem 7


- Top beam: Rider at 300 g
- Middle beam: Rider at 50 g
- Bottom beam: Rider at 5.7 g (since it's between 5 and 6, and the mark is at 7 small divisions after 5 — each division is 0.1 g)

Total = 300 + 50 + 5.7 = 355.7 g

Answer: 355.7 g

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Problem 8


Now convert the mass from Problem 7 into milligrams (mg).

We know:
> 1 gram = 1000 milligrams

So:
> 355.7 g = 355.7 × 1000 = 355,700 mg

Answer: 355,700 mg

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Final Answers:


1. 253 g
2. 547 g
3. 336 g
4. 212 g
5. 122 g
6. 516 g
7. 355.7 g
8. 355,700 mg

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Parent Tip: Review the logic above to help your child master the concept of using a balance measuring mass worksheet.
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