Count down from 9 to 0 with this fun tracing worksheet for kids.

Let’s solve this step by step.

The worksheet says: “Count down! 9 8 7 6 5 4 3 2 1 0”

That means we are going to count backward from 9 to 0 — like a rocket launch countdown!

In each box, there are two numbers shown with dots (like tracing numbers), and then a blank line below. The task is to write the number that comes after counting down from the top number to the bottom number.

Wait — actually, looking more carefully: In each box, there are two numbers, one on top and one on bottom. But the instruction is “Count down!” and the sequence given is 9→8→7→6→5→4→3→2→1→0.

But in each box, it seems like we’re supposed to subtract or find how many steps down from the top number to the bottom number? Or maybe just write the next number in the countdown after the bottom number?

Actually — let’s look at the pattern.

Take the first box:

Top: 8
Bottom: 3
Then a blank line.

If we’re counting down from 8:
8 → 7 → 6 → 5 → 4 → 3 → 2

So after 3 comes 2.

Similarly, second box:

Top: 6
Bottom: 2
Counting down: 6→5→4→3→2→1

Third box:

Top: 9
Bottom: 5
9→8→7→6→5→4

Fourth box:

Top: 3
Bottom: 2
3→2→1

Fifth box:

Top: 7
Bottom: 4
7→6→5→4→3

Sixth box:

Top: 8
Bottom: 3
Same as first → 2

Seventh box:

Top: 9
Bottom: 7
9→8→7→6

Eighth box:

Top: 8
Bottom: 6
8→7→6→5

Ninth box:

Top: 9
Bottom: 8
9→8→7

Tenth box:

Top: 8
Bottom: 4
8→7→6→5→4→3

Eleventh box:

Top: 6
Bottom: 3
6→5→4→3→2

Twelfth box:

Top: 0
Bottom: 0
0→... well, if you start at 0 and count down, what’s next? But 0 is the end of the countdown. So maybe it stays 0? Or perhaps it’s a trick — but since both are 0, the next in countdown would be... nothing? But we have to write something.

Wait — let’s re-read the title: “Count down! 9 8 7 6 5 4 3 2 1 0”

And in each box, they show two numbers — probably meaning: start at the top number, count down until you reach the bottom number, then write the next number in the countdown.

So for example:

Box 1: Start at 8, count down to 3 → next is 2 ✔
Box 2: Start at 6, count down to 2 → next is 1 ✔
Box 3: Start at 9, count down to 5 → next is 4 ✔
Box 4: Start at 3, count down to 2 → next is 1 ✔
Box 5: Start at 7, count down to 4 → next is 3 ✔
Box 6: Start at 8, count down to 3 → next is 2 ✔
Box 7: Start at 9, count down to 7 → next is 6 ✔
Box 8: Start at 8, count down to 6 → next is 5 ✔
Box 9: Start at 9, count down to 8 → next is 7 ✔
Box 10: Start at 8, count down to 4 → next is 3 ✔
Box 11: Start at 6, count down to 3 → next is 2 ✔
Box 12: Start at 0, count down to 0 → Hmm. If you’re already at 0, and you count down, there’s no number after 0 in this sequence. But maybe since you started and ended at 0, the next is still 0? Or perhaps it’s a mistake? But let’s think: if you count down from 0, you can’t go lower in this set. Maybe the answer is 0? Or maybe leave it blank? But the worksheet expects an answer.

Wait — another idea: Maybe the two numbers are not start and end, but rather, the top number is where you start counting down, and the bottom number is how many steps to count down? Let’s test that.

Box 1: Top=8, Bottom=3 → count down 3 steps from 8: 8→7→6→5 → so answer 5? But earlier I thought 2. That doesn’t match.

No, that doesn’t fit because in Box 4: Top=3, Bottom=2 → count down 2 steps: 3→2→1 → answer 1. That matches my first idea.

In Box 12: Top=0, Bottom=0 → count down 0 steps → so you stay at 0? Then next number after 0? Still problematic.

Perhaps the bottom number is the current position, and you write the next number in the countdown sequence.

Looking again: In every box except the last, the bottom number is greater than 0, and we write the number before it in the countdown? No — we write the number *after* it when counting down.

Actually, let’s list the full countdown:
Position: 0:9, 1:8, 2:7, 3:6, 4:5, 5:4, 6:3, 7:2, 8:1, 9:0

But that might be overcomplicating.

Simplest interpretation: In each box, you see two numbers. You are to count down from the top number until you reach the bottom number, and then write the very next number in the countdown.

For Box 12: Top=0, Bottom=0. You start at 0, and you’ve reached 0 immediately. What’s next? Since 0 is the last number, maybe there is no next number. But perhaps in this context, since you didn’t move, you write 0 again? Or maybe it’s a trick and you write nothing? But the blank line suggests writing a digit.

Another possibility: Maybe the two numbers are meant to be subtracted? Top minus bottom?

Box 1: 8 - 3 = 5 → but earlier logic gave 2. Doesn’t match.

Box 4: 3 - 2 = 1 → matches.

Box 1: 8-3=5, but we want 2. Not matching.

Unless it’s (top - bottom) - 1? 8-3-1=4 — no.

Back to original idea: Count down from top to bottom, then next number.

For Box 12: If you start at 0 and count down to 0, you haven’t moved. The next number after 0 in countdown doesn’t exist. But perhaps in this case, since you’re at the end, you write 0? Or maybe the problem intends for us to recognize that 0 is the end, so no further count, but we have to put something.

Let’s check all boxes with the "count down from top to bottom, then next" rule:

Box 1: 8 down to 3 → next is 2
Box 2: 6 down to 2 → next is 1
Box 3: 9 down to 5 → next is 4
Box 4: 3 down to 2 → next is 1
Box 5: 7 down to 4 → next is 3
Box 6: 8 down to 3 → next is 2
Box 7: 9 down to 7 → next is 6
Box 8: 8 down to 6 → next is 5
Box 9: 9 down to 8 → next is 7
Box 10: 8 down to 4 → next is 3
Box 11: 6 down to 3 → next is 2
Box 12: 0 down to 0 → ?

For Box 12, if we consider that counting down from 0 to 0 means we are at 0, and the next number in the sequence doesn't exist, but since the countdown ends at 0, perhaps we write 0 as a placeholder? Or maybe it's a special case.

Notice that in the title, the countdown goes to 0, and 0 is included. So if you are at 0, and you count down, you might stay at 0? But that doesn't make sense numerically.

Another thought: Perhaps the bottom number is the number you are currently on, and you need to write the previous number in the countdown (i.e., the number that comes before it when counting down).

Let's try that.

Countdown order: 9,8,7,6,5,4,3,2,1,0

So for a given number, the "previous" in countdown is the next higher number? No.

When counting down, after 9 comes 8, after 8 comes 7, etc.

So if you are on number X, the next number in countdown is X-1, unless X=0.

In each box, the bottom number is the current number, and you write the next number in countdown.

But then why is there a top number? In Box 1, bottom is 3, next is 2 — which matches. Top is 8, which might be irrelevant? But that can't be, because in Box 3, bottom is 5, next is 4 — top is 9, which is different.

Perhaps the top number is the starting point, and the bottom number is how many steps down, but we saw that doesn't work.

Let's calculate the difference between top and bottom.

Box 1: 8 - 3 = 5
Box 2: 6 - 2 = 4
Box 3: 9 - 5 = 4
Box 4: 3 - 2 = 1
Box 5: 7 - 4 = 3
Box 6: 8 - 3 = 5
Box 7: 9 - 7 = 2
Box 8: 8 - 6 = 2
Box 9: 9 - 8 = 1
Box 10: 8 - 4 = 4
Box 11: 6 - 3 = 3
Box 12: 0 - 0 = 0

Now, if we take this difference and subtract 1, we get:

Box 1: 5-1=4 — not 2
No.

If we take the bottom number and subtract 1:

Box 1: 3-1=2 ✔
Box 2: 2-1=1 ✔
Box 3: 5-1=4 ✔
Box 4: 2-1=1 ✔
Box 5: 4-1=3 ✔
Box 6: 3-1=2 ✔
Box 7: 7-1=6 ✔
Box 8: 6-1=5 ✔
Box 9: 8-1=7 ✔
Box 10: 4-1=3 ✔
Box 11: 3-1=2 ✔
Box 12: 0-1= -1 — not possible.

Ah! For Box 12, 0-1 is -1, which is not in the countdown. So perhaps for 0, we write 0, or leave it, but since it's a worksheet for kids, likely they expect 0.

Maybe the top number is a red herring, and we only care about the bottom number, and write the next number in countdown, which is bottom - 1, except for 0, where it stays 0.

In the context of the worksheet, since it's "count down" and 0 is the end, for 0, the next is still 0 or undefined, but to keep it simple, perhaps write 0.

Let me verify with the first few.

In Box 1, bottom is 3, next in countdown is 2 — yes.

In Box 12, bottom is 0, next in countdown — there is none, but if we must write something, 0 is the only choice.

Perhaps the top number indicates the range, but for the answer, it's always bottom - 1, and for 0, it's 0.

I think that's the intended solution.

So for each box, look at the bottom number, and write the number that comes after it when counting down, which is bottom number minus 1, except if bottom number is 0, then write 0.

So answers:

Box 1: 3 -> 2
Box 2: 2 -> 1
Box 3: 5 -> 4
Box 4: 2 -> 1
Box 5: 4 -> 3
Box 6: 3 -> 2
Box 7: 7 -> 6
Box 8: 6 -> 5
Box 9: 8 -> 7
Box 10: 4 -> 3
Box 11: 3 -> 2
Box 12: 0 -> 0 (special case)

Now, to present the final answer, since the worksheet has 12 boxes, I need to provide the 12 answers in order.

The boxes are arranged in 3 rows and 4 columns.

Row 1: Boxes 1 to 4: 2, 1, 4, 1
Row 2: Boxes 5 to 8: 3, 2, 6, 5
Row 3: Boxes 9 to 12: 7, 3, 2, 0

Let me double-check Box 10: bottom is 4, so 4-1=3 ✔
Box 11: bottom is 3, 3-1=2 ✔
Box 12: bottom is 0, so 0

Yes.

Final Answer:
2, 1, 4, 1, 3, 2, 6, 5, 7, 3, 2, 0