Multiplication worksheets for Grade 2: Change arrays into multiplication sentences.

Let’s solve each problem step by step by looking at the arrays (groups of objects) and turning them into multiplication sentences.

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🔹 Problem 1:

Image: 5 boxes, each with 2 balls → So, 5 groups of 2.

Multiplication sentence given:
`5 x 2 = □`

✔ We multiply:
5 × 2 = 10

✔️ Answer: 10

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🔹 Problem 2:

Image: 2 rows of boats, each row has 4 boats → So, 2 groups of 4.

But the multiplication sentence is written as:
`4 x □ = □`

This means we’re thinking of it as “4 groups of ___” — so we need to figure out how many in each group if there are 4 groups.

Wait — let’s count total boats:
There are 2 rows × 4 boats = 8 boats total.

The sentence starts with `4 x ___`, so we’re saying “4 groups of what equals 8?”

That would be: 4 × 2 = 8

Because 4 groups of 2 = 8. (Same total, just different grouping!)

✔️ First blank: 2
✔️ Second blank: 8

*(Note: Multiplication is commutative — 2×4 = 4×2 = 8)*

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🔹 Problem 3:

Image: 3 groups of cars — each group has 2 cars.

So, 3 groups × 2 cars each = 6 cars total.

The multiplication sentence is:
`□ x □ = □`

We can write this as:
3 × 2 = 6

(Or 2 × 3 = 6 — both correct, but since the image shows 3 groups, 3×2 is more natural.)

✔️ First blank: 3
✔️ Second blank: 2
✔️ Third blank: 6

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🔹 Problem 4:

Image: 2 groups of teddy bears — first group has 3 bears, second has 1 bear? Wait — that doesn’t make sense for multiplication.

Let’s look again.

Actually, it looks like:

- First box: 3 bears
- Second box: 1 bear

But that’s not equal groups — which is required for multiplication.

Wait — maybe it’s a mistake? Or perhaps we’re supposed to see it differently?

Looking closely — maybe the image is meant to show 3 groups of 1 bear, and then one extra? No, that doesn’t fit.

Alternatively — perhaps it’s two groups: one with 3 bears, one with 1 bear — but that’s addition, not multiplication.

BUT — the multiplication sentence says:
`3 x □ = □`

So it’s implying 3 groups of something.

Looking again — maybe the image is showing 3 bears in the first group, and then another group with 1 bear — but that’s only 2 groups.

Wait — perhaps the image is misdrawn, or we’re meant to interpret it as:

> There are 3 bears in one row, and 1 bear alone — total 4 bears — but that still doesn’t fit 3×?.

Another possibility: Maybe the last bear is part of a group of 1, and we’re to think of it as 3 groups of 1 bear each? But there are 4 bears.

Hold on — let’s count total bears:
First box: 3 bears
Second box: 1 bear
→ Total = 4 bears

If the sentence is `3 x □ = □`, then:

We need 3 × ? = 4 → Not possible with whole numbers.

This suggests there may be an error in the image OR we’re misinterpreting.

But wait — perhaps the image is meant to show 3 groups, and the last bear is a typo? Or maybe it’s 3 groups of 1 bear, and the extra bear is a mistake?

Alternatively — maybe the two boxes are meant to represent groups of 3 and 1, but that’s not multiplication.

Let me re-express: In multiplication worksheets, arrays must show equal groups.

So perhaps the intended image is:

> 3 groups of 1 bear → 3 × 1 = 3

But there are 4 bears shown.

OR — maybe the second box is meant to have 1 bear, but we’re to ignore it? Unlikely.

Another idea: Maybe the first group has 3 bears, and the second group has 1 bear, but the multiplication is meant to be “3 times 1” for the first group, and the second is separate? That doesn’t make sense.

Wait — let’s look at the structure of the worksheet.

All other problems have clear equal groups.

In problem 4, if we assume the intended array is 3 groups of 1 bear, then:

`3 x 1 = 3`

But there are 4 bears drawn — possibly a drawing error.

Alternatively — maybe the image shows one group of 3 bears and one group of 1 bear, and we’re to write 3 x 1 = 3 for the first group? But that ignores the second bear.

This is confusing.

But let’s consider: perhaps the boxes are not the groups, but the bears are arranged in 3 columns? No, they’re in 2 boxes.

Another possibility: The problem is 3 x 1 = 3, and the 4th bear is a distractor or error.

Given that the multiplication sentence starts with “3 x ___”, and in Grade 2, they usually expect simple facts, the most likely intended answer is:

3 × 1 = 3

Even though there are 4 bears, perhaps the last one is a mistake, or meant to be ignored.

Alternatively — maybe the image is showing 3 bears in the first group, and the fourth bear is meant to be part of a group of 1, so total groups are 3? No.

I think the safest assumption is that the worksheet meant to show 3 groups of 1 bear, so:

✔️ First blank: 1
✔️ Second blank: 3

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## ✔ Final Answers:

1. 5 x 2 = 10
2. 4 x 2 = 8
3. 3 x 2 = 6
4. 3 x 1 = 3 *(assuming intended groups of 1, despite 4 bears shown — likely a drawing error)*

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## 📝 Explanation Summary:

- Multiplication represents equal groups.
- Count the number of groups and the number in each group.
- Multiply: Number of groups × Items per group = Total
- Even if the image seems off (like #4), we go with the most logical interpretation based on the multiplication sentence given.

Let me know if you’d like to adjust #4 based on a different interpretation!