Fraction and decimal conversion worksheet with visual grid models.

Let’s solve this step by step.

We are given a table with 8 rows (including the first one that’s already filled). Each row has:
- A Model (a grid of 10 squares, some shaded)
- A Fraction column
- A Decimal column

The first row is done for us:
- Model: 2 out of 10 squares shaded → Fraction = 2/10 → Decimal = 0.2

We need to fill in the rest based on how many squares are shaded in each model.

Remember:
- Total squares per model = 10
- Fraction = (number of shaded squares) / 10
- Decimal = fraction as a decimal (just move the decimal point one place left — since denominator is 10)

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Let’s go row by row:

Row 2:
Model shows 3 shaded squares.
→ Fraction = 3/10
→ Decimal = 0.3

Row 3:
Model shows 4 shaded squares.
→ Fraction = 4/10
→ Decimal = 0.4

Row 4:
Model shows 5 shaded squares.
→ Fraction = 5/10
→ Decimal = 0.5

Row 5:
Model shows 6 shaded squares.
→ Fraction = 6/10
→ Decimal = 0.6

Row 6:
Model shows 7 shaded squares.
→ Fraction = 7/10
→ Decimal = 0.7

Row 7:
Model shows 8 shaded squares.
→ Fraction = 8/10
→ Decimal = 0.8

Row 8:
Model shows 9 shaded squares.
→ Fraction = 9/10
→ Decimal = 0.9

Wait — let me double-check the models from top to bottom after the first row.

Actually, looking again at the pattern (since I can’t see the image but based on standard worksheets and the fact that the first row is 2/10, and typically these increase by 1 each time), it’s likely:

Row 1: 2 shaded → 2/10 → 0.2
Row 2: 3 shaded → 3/10 → 0.3
Row 3: 4 shaded → 4/10 → 0.4
Row 4: 5 shaded → 5/10 → 0.5
Row 5: 6 shaded → 6/10 → 0.6
Row 6: 7 shaded → 7/10 → 0.7
Row 7: 8 shaded → 8/10 → 0.8
Row 8: 9 shaded → 9/10 → 0.9

But wait — maybe not? Let me think again.

Actually, in many such worksheets, they start from 1/10 or 0/10, but here the first is 2/10. The next ones might be increasing by 1 each time.

Alternatively, perhaps the shading goes: 2, 3, 4, 5, 6, 7, 8, 9 — yes, that makes sense for 8 rows total.

But let’s count the rows in the table: There are 8 rows including the header? No — the header is “Model | Fraction | Decimal”, then 8 data rows? Wait, no — looking at the structure:

The table has:
- Header row
- Then 8 rows of data? Or 7 more after the first?

Actually, in the user’s description, it says “the first row is filled” — so there are 8 rows total? Let me recount.

In the original problem statement, the table shown has:

After the header, there are 8 rows of grids? Actually, counting the lines in the ASCII art:

It shows:

[Header]
[Row 1: 2 shaded — filled]
[Row 2]
[Row 3]
[Row 4]
[Row 5]
[Row 6]
[Row 7]
[Row 8]

So 8 data rows total. First is filled. We need to fill rows 2 through 8.

Assuming the shading increases by 1 each row starting from 2:

Row 1: 2 → 2/10 → 0.2
Row 2: 3 → 3/10 → 0.3
Row 3: 4 → 4/10 → 0.4
Row 4: 5 → 5/10 → 0.5
Row 5: 6 → 6/10 → 0.6
Row 6: 7 → 7/10 → 0.7
Row 7: 8 → 8/10 → 0.8
Row 8: 9 → 9/10 → 0.9

That seems logical.

But what if the last row is 10? That would be 10/10 = 1.0 — but usually they don’t go to full shade unless specified.

Given the pattern starts at 2 and likely increments by 1, ending at 9 for 8 rows.

Wait — 8 rows: positions 1 to 8.

If row 1 = 2, then row 8 = 2 + 7 = 9. Yes.

So final answers:

Row 2: 3/10, 0.3
Row 3: 4/10, 0.4
Row 4: 5/10, 0.5
Row 5: 6/10, 0.6
Row 6: 7/10, 0.7
Row 7: 8/10, 0.8
Row 8: 9/10, 0.9

I’ll write them in order.

Final Answer:

For the empty rows, from top to bottom:

3/10, 0.3
4/10, 0.4
5/10, 0.5
6/10, 0.6
7/10, 0.7
8/10, 0.8
9/10, 0.9