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Math worksheet for adding 10, 100, and 1000, featuring number pyramids to complete by counting.

Worksheet titled "Adding 10, 100 and 1000" with five pyramid-style number sequences to fill in missing numbers by counting by 10, 100, or 1000.

Worksheet titled "Adding 10, 100 and 1000" with five pyramid-style number sequences to fill in missing numbers by counting by 10, 100, or 1000.

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Show Answer Key & Explanations Step-by-step solution for: Class 3 | Maths | Addition | Activity Based Worksheets - Key2practice
▼
Let's solve each part of the worksheet step by step. The goal is to fill in the missing numbers by counting up or down by 10, 100, or 1000 as indicated.

---

🔹 Understanding the Pattern



- Count by 10: Add or subtract 10 from each number.
- Count by 100: Add or subtract 100.
- Count by 1000: Add or subtract 1000.

We need to determine whether we're going up (increasing) or down (decreasing) based on the given numbers.

---

## ✔ Part a) Count by 100

Given:
```
?
?
2898
?
?
3298
```

We see that 2898 and 3298 are both present, and we're counting by 100.

Let’s find the pattern:

- From 2898 to 3298 = +400 → so there are 4 steps of 100 between them.

So let’s count upward from 2898:

- 2898 + 100 = 2998
- 2998 + 100 = 3098
- 3098 + 100 = 3198
- 3198 + 100 = 3298 ✔

Now fill in the blanks above and below 2898:

- Below 2898: 2898 - 100 = 2798
- Below that: 2798 - 100 = 2698

So the full stack (top to bottom):

1. 2698
2. 2798
3. 2898
4. 2998
5. 3098
6. 3198
7. 3298

✔ Answer for a):
```
2698
2798
2898
2998
3098
3198
3298
```

---

## ✔ Part b) Count by 1000

Given:
```
2078
?
?
?
6078
?
?
```

We have 2078 at the top and 6078 somewhere in the middle.

Let’s see how far apart they are:

- 6078 - 2078 = 4000

Since we’re counting by 1000, this means there are 4 steps of 1000 between them.

So starting from 2078, add 1000 each time:

- 2078 + 1000 = 3078
- 3078 + 1000 = 4078
- 4078 + 1000 = 5078
- 5078 + 1000 = 6078 ✔

Now continue downward from 6078:

- 6078 + 1000 = 7078
- 7078 + 1000 = 8078

But wait — the stack has 7 blocks total. Let’s list them from top to bottom:

1. 2078
2. 3078
3. 4078
4. 5078
5. 6078
6. 7078
7. 8078

✔ So the filled stack is:

```
2078
3078
4078
5078
6078
7078
8078
```

---

## ✔ Part c) Count by 10

Given:
```
?
?
3698
?
?
3728
```

We are counting by 10, and we know:

- 3698 and 3728 are two numbers in the stack.

Difference: 3728 - 3698 = 30 → so there are 3 steps of 10 between them.

So from 3698 to 3728:

- 3698 + 10 = 3708
- 3708 + 10 = 3718
- 3718 + 10 = 3728 ✔

Now go upward from 3698:

- 3698 - 10 = 3688
- 3688 - 10 = 3678

And downward from 3728:

- 3728 + 10 = 3738
- 3738 + 10 = 3748

Now list all 7 blocks from top to bottom:

1. 3678
2. 3688
3. 3698
4. 3708
5. 3718
6. 3728
7. 3738
8. 3748 ← Wait! There are only 6 blocks shown? Let's check.

Wait — looking at the image, it shows 6 blocks in column c), but only two numbers given.

Let me recount:

From top to bottom:

1. ?
2. ?
3. 3698
4. ?
5. ?
6. 3728

So 6 blocks.

We already have:

- Block 3: 3698
- Block 6: 3728

So between 3698 and 3728: 3 steps → 3708, 3718

Then:

- Above 3698: 3688, 3678
- Below 3728: 3738

So:

1. 3678
2. 3688
3. 3698
4. 3708
5. 3718
6. 3728

✔ Answer for c):
```
3678
3688
3698
3708
3718
3728
```

---

## ✔ Part d) Count by 1000

Given:
```
?
?
4173
?
?
7173
?
?
9173
```

Wait — actually, looking closely:

The stack has:

- Top: ?
- Then: ?
- Then: 4173
- Then: ?
- Then: 7173
- Then: ?
- Then: ?
- Then: 9173

So 8 blocks total.

We are counting by 1000.

Let’s analyze:

- 4173 → 7173 = +3000 → 3 steps of 1000 → so 4173, 5173, 6173, 7173
- 7173 → 9173 = +2000 → 2 steps → 7173, 8173, 9173

Now build the full sequence:

From top to bottom:

- Start from above 4173: go backward by 1000
- 4173 - 1000 = 3173
- 3173 - 1000 = 2173

Then:

- 2173
- 3173
- 4173
- 5173
- 6173
- 7173
- 8173
- 9173

✔ So the full stack:

```
2173
3173
4173
5173
6173
7173
8173
9173
```

---

## ✔ Part e) Count by 100

Given:
```
?
?
2087
?
?
2287
?
?
2587
```

Stack has 8 blocks.

We are counting by 100.

Given numbers:

- 2087
- 2287
- 2587

Check differences:

- 2287 - 2087 = 200 → 2 steps of 100 → so 2087, 2187, 2287
- 2587 - 2287 = 300 → 3 steps → 2287, 2387, 2487, 2587

Now build full sequence from top to bottom:

Start from 2087 and go upward:

- Before 2087: 2087 - 100 = 1987
- Before that: 1887

So:

1. 1887
2. 1987
3. 2087
4. 2187
5. 2287
6. 2387
7. 2487
8. 2587

✔ Answer for e):
```
1887
1987
2087
2187
2287
2387
2487
2587
```

---

✔ Final Answers Summary:



#### a) Count by 100:
```
2698
2798
2898
2998
3098
3198
3298
```

#### b) Count by 1000:
```
2078
3078
4078
5078
6078
7078
8078
```

#### c) Count by 10:
```
3678
3688
3698
3708
3718
3728
```

#### d) Count by 1000:
```
2173
3173
4173
5173
6173
7173
8173
9173
```

#### e) Count by 100:
```
1887
1987
2087
2187
2287
2387
2487
2587
```

---

📝 Explanation Recap:



- Always look at the given numbers and the step size (10, 100, or 1000).
- Determine if you're counting up or down.
- Use addition/subtraction to fill in the gaps.
- Ensure the sequence increases/decreases consistently by the required amount.

Let me know if you'd like a printable version or visual guide!
Parent Tip: Review the logic above to help your child master the concept of addition worksheet class 3.
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