Let’s look at what the image is showing us.
We see two main shelves: one labeled “FRUITS” and one labeled “VEGETABLES”. Each shelf has 6 empty boxes (3 rows × 2 columns), so that’s 12 total boxes for products.
But wait — we’re also told there are:
- 8 ZONES
- 16 Shopping lists
- 48 products
That means this isn’t just about filling in the 12 boxes shown. The 12 boxes are probably just an example or a sample layout.
The real question seems to be hidden in the numbers given: 8 zones, 16 shopping lists, 48 products.
Let’s think logically:
If there are 48 products total, and they are divided into 8 zones, then each zone would have:
48 ÷ 8 = 6 products per zone.
Also, if there are 16 shopping lists, and 48 products, maybe each list has:
48 ÷ 16 = 3 products per list.
But the problem doesn’t actually ask a specific question like “How many products per zone?” or “How many items per list?”
Wait — looking again at the image, it says:
> LET’S GO SHOPPING in the SUPERMARKET
> FRUITS | VEGETABLES
> 8 ZONES
> 16 Shopping lists
> 48 products
And below that, there are 4 small examples of “SHOPPING LIST” cards, each with 3 items.
So perhaps the task is simply to understand the structure:
- There are 8 different areas (zones) in the supermarket.
- There are 16 different shopping lists you can use.
- Altogether, there are 48 different products available.
Since no actual math problem is asked (like “how many fruits are there?” or “fill in the blanks”), and the only numbers given are 8, 16, and 48 — and those are already stated clearly — maybe the “problem” is just to recognize or confirm these numbers?
But let’s check the small shopping list examples:
Each small card shows 3 items. There are 4 such cards shown → 4 × 3 = 12 items shown as examples.
But the text says 48 products total — so the 12 are just samples.
Perhaps the real task is implied: “How many products are in each shopping list?”
From above: 48 products ÷ 16 lists = 3 products per list.
That matches the example cards — each has exactly 3 items.
Similarly, 48 products ÷ 8 zones = 6 products per zone.
Again, that makes sense.
So even though no explicit question is written, the most logical educational task here is to calculate how many products are in each zone and each shopping list.
Let me verify:
Total products = 48
Number of zones = 8 → 48 ÷ 8 = 6 ✔️
Number of shopping lists = 16 → 48 ÷ 16 = 3 ✔️
Both divide evenly, and match the visual examples (each sample list has 3 items).
Therefore, the solution is:
Each zone has 6 products.
Each shopping list has 3 products.
Final Answer:
Each zone has 6 products, and each shopping list has 3 products.
Parent Tip: Review the logic above to help your child master the concept of supermarket math worksheet.
