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Worksheet for measuring volume using graduated cylinders with water level illustrations.

A worksheet titled "Measuring Volume with Graduated Cylinders" featuring four diagrams of graduated cylinders with water levels, asking students to calculate volumes and combined volumes.

A worksheet titled "Measuring Volume with Graduated Cylinders" featuring four diagrams of graduated cylinders with water levels, asking students to calculate volumes and combined volumes.

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Show Answer Key & Explanations Step-by-step solution for: Reading a Graduated Cylinder - Worksheets
Let's solve each part of the worksheet step by step.

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Problem 1: Bill and Sam poured equal amounts of water into this graduated cylinder.



Image Description:
There is a graduated cylinder with water up to the 50 mL mark. It says that Bill and Sam each poured an equal amount of water into the cylinder, so together they made 50 mL.

We need to find how much each person added.

#### Solution:
Total volume = 50 mL
Since both poured equal amounts:

$$
\text{Each person's amount} = \frac{50}{2} = 25 \text{ mL}
$$

Answer: Each added 25 mL.

---

Problem 2: Jennifer adds 37 mL of water to the graduated cylinder. What is the volume now?



Image Description:
The initial volume in the cylinder is 40 mL (as shown on the scale). Then Jennifer adds 37 mL.

We need to add these volumes.

#### Solution:
$$
40 \text{ mL} + 37 \text{ mL} = 77 \text{ mL}
$$

Answer: The new volume is 77 mL.

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Problem 3: Kelly has two graduated cylinders (A and B)



Image Description:
- Cylinder A: Water level at 40 mL
- Cylinder B: Water level at 20 mL

Kelly pours 12 mL from cylinder A into cylinder B.

We need to find:
1. Volume in cylinder A after pouring
2. Volume in cylinder B after pouring

#### Solution:

- Cylinder A:
Original = 40 mL
After removing 12 mL:
$$
40 - 12 = 28 \text{ mL}
$$

- Cylinder B:
Original = 20 mL
After adding 12 mL:
$$
20 + 12 = 32 \text{ mL}
$$

Answers:
- Volume in cylinder A: 28 mL
- Volume in cylinder B: 32 mL

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Problem 4: Jay has two graduated cylinders



Image Description:
- First cylinder: Water level at 60 mL
- Second cylinder: Water level at 30 mL

We are asked: What is the combined volume?

#### Solution:
$$
60 \text{ mL} + 30 \text{ mL} = 90 \text{ mL}
$$

Answer: Combined volume = 90 mL

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Final Answers Summary:



1. Bill and Sam each added: 25 mL
2. Jennifer’s cylinder now has: 77 mL
3. After pouring:
- Cylinder A: 28 mL
- Cylinder B: 32 mL
4. Combined volume in Jay’s cylinders: 90 mL

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Parent Tip: Review the logic above to help your child master the concept of measuring volume worksheet.
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