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Practice measuring volume and capacity with this worksheet, featuring exercises to match jugs to containers and fill them to specific litre fractions.

Volume and capacity math worksheet where students match measuring jugs to containers and fill jugs to specific litre measurements.

Volume and capacity math worksheet where students match measuring jugs to containers and fill jugs to specific litre measurements.

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Show Answer Key & Explanations Step-by-step solution for: Measuring capacity in millilitres - Click to download. | Volume ...

Problem Overview:


The task involves matching measuring jugs to the containers that filled them and filling the containers to specific measurements. The problem is divided into two parts:

1. Matching Measuring Jugs to Containers: Identify which container corresponds to the liquid level in each measuring jug.
2. Filling Containers to Specific Measurements: Fill the containers to the given measurements (e.g., 1 litre, ½ litre, etc.).

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Solution:



#### Part 1: Matching Measuring Jugs to Containers

We need to match the liquid levels in the measuring jugs to the corresponding containers. Let's analyze each jug:

1. First Row of Jugs:
- Jug 1: The liquid level is at 250 ml.
- Match: Robust Beams (250 ml).
- Jug 2: The liquid level is at 500 ml.
- Match: Orange Cordial (500 ml).
- Jug 3: The liquid level is at 750 ml.
- Match: Chicken Soup (750 ml).
- Jug 4: The liquid level is at 1000 ml.
- Match: Milk (1 litre = 1000 ml).

2. Second Row of Jugs:
- Jug 5: The liquid level is at 250 ml.
- Match: Tomato Ketchup (250 ml).
- Jug 6: The liquid level is at 500 ml.
- Match: Orange Cordial (500 ml).
- Jug 7: The liquid level is at 750 ml.
- Match: Chicken Soup (750 ml).
- Jug 8: The liquid level is at 1000 ml.
- Match: Milk (1 litre = 1000 ml).

#### Part 2: Filling Containers to Specific Measurements

We need to fill the containers to the specified measurements:

1. First Jug: 1 litre.
- Fill the container to the 1000 ml mark on the measuring jug.
2. Second Jug: ½ litre.
- Fill the container to the 500 ml mark on the measuring jug.
3. Third Jug: ¾ litre.
- Fill the container to the 750 ml mark on the measuring jug.
4. Fourth Jug: ¼ litre.
- Fill the container to the 250 ml mark on the measuring jug.

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Final Answer:



#### Matching Measuring Jugs to Containers:
1. First Row:
- Jug 1 → Robust Beams (250 ml)
- Jug 2 → Orange Cordial (500 ml)
- Jug 3 → Chicken Soup (750 ml)
- Jug 4 → Milk (1000 ml)
2. Second Row:
- Jug 5 → Tomato Ketchup (250 ml)
- Jug 6 → Orange Cordial (500 ml)
- Jug 7 → Chicken Soup (750 ml)
- Jug 8 → Milk (1000 ml)

#### Filling Containers to Specific Measurements:
1. First Jug: 1 litre → Fill to 1000 ml.
2. Second Jug: ½ litre → Fill to 500 ml.
3. Third Jug: ¾ litre → Fill to 750 ml.
4. Fourth Jug: ¼ litre → Fill to 250 ml.

Final Answer Boxed:
\[
\boxed{
\text{Matching:}
\begin{aligned}
&\text{Jug 1 → Robust Beams (250 ml)} \\
&\text{Jug 2 → Orange Cordial (500 ml)} \\
&\text{Jug 3 → Chicken Soup (750 ml)} \\
&\text{Jug 4 → Milk (1000 ml)} \\
&\text{Jug 5 → Tomato Ketchup (250 ml)} \\
&\text{Jug 6 → Orange Cordial (500 ml)} \\
&\text{Jug 7 → Chicken Soup (750 ml)} \\
&\text{Jug 8 → Milk (1000 ml)}
\end{aligned}
\quad
\text{Filling:}
\begin{aligned}
&\text{1 litre → 1000 ml} \\
&\text{½ litre → 500 ml} \\
&\text{¾ litre → 750 ml} \\
&\text{¼ litre → 250 ml}
\end{aligned}
}
\]
Parent Tip: Review the logic above to help your child master the concept of capacity and volume worksheet.
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