Educational worksheet for learning volume and capacity measurements in milliliters and liters.

Let me carefully analyze the image to solve the problem.

The task is about matching measuring jugs (with liquid levels shown) to containers (like cans, bottles, cartons) that filled them, and then filling in the container capacities (in litres) below each jug.

First, I need to identify:
- The volume markings on each measuring jug (they appear to be in millilitres, with 100ml increments up to 1000ml)
- The labeled containers with their capacities
- Then match based on equal volumes

Looking at the containers (middle row):
- Can labeled "1 litre" → 1000 ml
- Can labeled "Baked Beans 250ml"
- Bottle labeled "orange cordial 1 litre"
- Can labeled "chicken soup 375ml"
- Box labeled "Milk 1 litre"
- Bottle labeled "lemonade 625ml"

Now looking at the measuring jugs (top row, left to right):
1. First jug: liquid level at 250 ml → matches Baked Beans (250ml)
2. Second jug: liquid level at 375 ml → matches chicken soup (375ml)
3. Third jug: liquid level at 625 ml → matches lemonade (625ml)
4. Fourth jug: liquid level at 1000 ml → matches Milk (1 litre = 1000ml)

Wait—I see there are 4 jugs in top row and 6 containers. But the dashed line shows one connection: from third jug (625ml) to lemonade bottle.

Also, bottom section says "Fill the containers to the measurements below each jug" with four jugs labeled: 1 litre, ½ litre, ¾ litre, ¼ litre.

Let me re-express all volumes in ml for consistency:
- 1 litre = 1000 ml
- ½ litre = 500 ml
- ¾ litre = 750 ml
- ¼ litre = 250 ml

Now look at the four jugs in the bottom row (they have empty liquid areas, but labels below tell us what they should contain):
- First jug: labeled "1 litre" → should be filled to 1000 ml
- Second: "½ litre" → 500 ml
- Third: "¾ litre" → 750 ml
- Fourth: "¼ litre" → 250 ml

But the main matching task is in the top part: "Match the measuring jugs to the containers that filled them."

From the image, the jugs in the top row show actual liquid levels:
- Jug 1: filled to 250 ml → matches "Baked Beans 250ml"
- Jug 2: filled to 375 ml → matches "chicken soup 375ml"
- Jug 3: filled to 625 ml → matches "lemonade 625ml"
- Jug 4: filled to 1000 ml → matches "Milk 1 litre"

Note: "orange cordial 1 litre" and "1 litre" can are both 1000ml, but only one jug shows 1000ml, and the dashed line connects jug 3 (625ml) to lemonade, confirming that mapping.

Also, the bottom part asks to "Fill the containers to the measurements below each jug" — but since it's a worksheet, likely the student is to write the capacity under each jug in the bottom row.

The question seems to be: For the four jugs in the bottom row (with blank liquid areas), write the capacity (in litres) as indicated by the labels below them.

But the instruction says: "Fill the containers to the measurements below each jug." And below each of the four bottom jugs, it already says:
- 1 litre
- ½ litre
- ¾ litre
- ¼ litre

So perhaps the task is simply to recognize those values.

However, given standard interpretation of such worksheets, the main answer expected is likely the matching for the top row, or the values for the bottom row.

Let me zoom in to confirm liquid levels precisely.