Beginner subtraction grid worksheet for learning basic math skills.

Let’s solve this step by step.

We have a subtraction table. The top row has numbers: 10, 8, 9, 5, 6, 7 — these are the numbers we’re subtracting *from*.
The left column has numbers: 1, 5, 4, 6, 3 — these are the numbers we’re subtracting *by*.

Each cell in the grid is calculated as:
Top number – Left number = Answer for that cell

We need to find the value in the shaded gray box. Let’s locate it.

Looking at the rows and columns:

- The shaded box is in the row labeled 6 (on the left).
- It’s in the column under the number 5 (on the top).

So, we calculate:
5 – 6 = ?

Wait — that would be negative. But let’s double-check the layout.

Actually, in standard subtraction tables like this, the top row is the minuend (the number you start with), and the left column is the subtrahend (what you take away). So each cell = top number minus left number.

But if we do 5 – 6, that’s -1. That seems odd for a “Beginner” level worksheet. Maybe I got the direction wrong?

Let me check another cell to verify the pattern.

Look at row 1, column 10 → should be 10 – 1 = 9
Row 1, column 8 → 8 – 1 = 7
That makes sense.

Now look at row 5, column 10 → 10 – 5 = 5
Yes, that fits.

So the rule is definitely: Top number – Left number

Now, shaded box: row = 6, column = 5 → so 5 – 6 = -1

But maybe the table is set up differently? Let’s see the position again.

Wait — perhaps the rows are the first number and columns are the second? No, because the header says “–” on the top-left, which usually means the operation is row operator column, or column operator row?

Actually, in most such grids, the left column is the first number, and the top row is the second number? Wait no — let’s think.

Standard format: In a subtraction table where the left side lists the minuends and top lists subtrahends, then cell = left – top.

But here, the symbol “–” is in the top-left corner, suggesting that the operation is: [left] – [top]? Or [top] – [left]?

Let’s test with an example we can compute.

Take row 1, column 10: if it’s 10 – 1 = 9 → that’s positive and makes sense.

If it were 1 – 10 = -9, that wouldn’t make sense for beginners.

So likely, it’s top number minus left number.

Then shaded cell: top = 5, left = 6 → 5 – 6 = -1

But maybe the shaded cell is not under 5? Let me re-express the grid clearly.

Label the columns from left to right after the “–” sign:

Column headers: 10, 8, 9, 5, 6, 7 → so 6 columns.

Rows: 1, 5, 4, 6, 3 → 5 rows.

Shaded cell is in row 4 (which is labeled “6”) and column 4 (which is labeled “5”).

So yes: 5 – 6 = -1

But perhaps the problem expects absolute value? Or maybe I misread the row/column.

Wait — let’s count the rows carefully.

Left column labels:

Row 1: 1

Row 2: 5

Row 3: 4

Row 4: 6 ← this is the row of the shaded box

Row 5: 3

Top row labels:

Col 1: 10

Col 2: 8

Col 3: 9

Col 4: 5 ← this is the column of the shaded box

Col 5: 6

Col 6: 7

So shaded cell is at intersection of row “6” and column “5”.

Thus: 5 – 6 = -1

But since this is a beginner worksheet, maybe they expect us to do 6 – 5 instead? That would be 1.

Perhaps the table is set up as left minus top?

Let’s test that.

If cell = left – top:

Row 1, col 10: 1 – 10 = -9 → unlikely.

Row 5, col 10: 5 – 10 = -5 → also unlikely.

Whereas if cell = top – left:

Row 1, col 10: 10 – 1 = 9 → good.

Row 5, col 10: 10 – 5 = 5 → good.

Row 4, col 5: 5 – 6 = -1 → mathematically correct, but maybe not intended.

Wait — perhaps the shaded box is in a different position? Let me visualize again.

Maybe the rows are indexed starting from the top, and the shaded box is in the 4th row down, which is labeled “6”, and 4th column across, labeled “5”.

Another idea: perhaps the “–” means we subtract the row number from the column number, so column – row.

Which is what we did: 5 – 6 = -1.

But let’s check if there’s any other clue.

The website is guruparents.com — probably for young kids. Negative numbers might be too advanced.

Perhaps I misidentified the row or column.

Let’s list all cells around the shaded one.

Shaded cell is in the row labeled “6” and column labeled “5”.

What if the table is transposed? What if the left column is the subtrahend and top is minuend, but we do minuend – subtrahend, so top – left.

Still 5 – 6 = -1.

Unless... wait, maybe the shaded cell is under “6” and in row “5”? No, the description says row 6, column 5.

Perhaps the numbers on the left are not the subtrahends but the minuends? Let's try that.

Suppose cell = left – top.

Then for row 1, col 10: 1 – 10 = -9 — bad.

For row 6, col 5: 6 – 5 = 1 — nice!

And for row 5, col 10: 5 – 10 = -5 — still bad.

But look at row 3, col 7: if left=3, top=7, 3-7=-4 — not good.

Whereas if we do top – left, row 3, col 7: 7 – 3 = 4 — good.

So top – left gives positive results when top > left, which is often the case.

In the shaded cell, top=5, left=6, so 5<6, giving negative.

But perhaps in this worksheet, they allow negative numbers? Or maybe it's a trick question.

Another thought: perhaps the shaded box is not for calculation, but we need to fill it based on pattern? But the instruction is to solve the problem, and it's a subtraction table, so likely just compute.

Let’s calculate a few more to see if negatives appear elsewhere.

For example, row 6, col 10: 10 – 6 = 4

Row 6, col 8: 8 – 6 = 2

Row 6, col 9: 9 – 6 = 3

Row 6, col 5: 5 – 6 = -1

Row 6, col 6: 6 – 6 = 0

Row 6, col 7: 7 – 6 = 1

So only when top < left, we get negative or zero.

Zero is fine, negative might be acceptable.

But for beginners, perhaps they avoid negatives, so maybe the table is meant to be left – top.

Let’s assume that and see if other cells make sense.

If cell = left – top:

Row 1, col 10: 1 – 10 = -9 — very bad for beginners.

Row 5, col 10: 5 – 10 = -5 — bad.

Row 4, col 10: 4 – 10 = -6 — worse.

Whereas with top – left, most cells are positive.

For instance, row 3, col 5: 5 – 3 = 2

Row 3, col 6: 6 – 3 = 3

All good except when top < left.

In the shaded cell, it's the only one in its row where top < left? Row 6: tops are 10,8,9,5,6,7 — so 5 and 6 are less than or equal to 6.

5<6, 6=6, others greater.

So 5-6=-1, 6-6=0.

Perhaps the answer is -1.

But let's confirm the position once more.

Perhaps the "row 6" is the fourth row, but the label is "6", and "column 5" is the fourth column, label "5".

Yes.

Maybe the shaded box is in the row labeled "6" and the column labeled "6"? But the user said "shaded gray box" and from the image description, it's under 5 and in row 6.

Upon second thought, in many such worksheets, the left column is the number being subtracted from, and the top row is the number being subtracted, so cell = left - top.

Let me search my knowledge: in standard arithmetic tables, for addition, it's row + column, for subtraction, it's often row - column or column - row.

But in this case, the "-" is in the top-left, which typically means the operation is applied as [row] - [column] or [column] - [row].

To resolve this, let's look at the first cell: row 1, col 10.

If it's 1 - 10 = -9, unlikely.

If it's 10 - 1 = 9, likely.

Similarly, row 5, col 10: 10 - 5 = 5, which is reasonable.

So I think it's top - left.

Therefore, for shaded cell: 5 - 6 = -1.

Perhaps the answer is -1.

But let's see if there's a mistake in identification.

Another idea: perhaps the rows are numbered from the top, but the labels are not the values? No, the labels are given.

Or perhaps the shaded box is in the row for 6, but the column for 6? Let's count the columns.

Columns: 1st: 10, 2nd: 8, 3rd: 9, 4th: 5, 5th: 6, 6th: 7.

Rows: 1st: 1, 2nd: 5, 3rd: 4, 4th: 6, 5th: 3.

Shaded box is in 4th row, 4th column? Or 4th row, 5th column?

From the image description, it's in the row labeled "6" and under the number "5", so 4th row, 4th column.

So top number is 5, left number is 6.

5 - 6 = -1.

I think we have to go with that.

Perhaps the problem is to recognize that it's negative, and that's the lesson.

So final answer should be -1.

But let's double-check with another cell.

Take row 3, col 5: left=4, top=5, 5-4=1 — good.

Row 5, col 7: left=3, top=7, 7-3=4 — good.

Row 4, col 6: left=6, top=6, 6-6=0 — good.

Row 4, col 5: 5-6= -1 — consistent.

So I think it's correct.

Final Answer: -1