This worksheet challenges students to identify complex patterns involving shape, color, and orientation to determine the next items in the sequence.

Let’s solve each pattern one by one. We’re looking for the next two shapes in each sequence.

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Pattern 1:
🟦 🔺 🔺 🟢 🟢 🟦 🔺 ___ ___

Look at the groups:
- First group: 1 blue square, 2 red triangles → total 3 shapes
- Second group: 3 green circles → total 3 shapes
- Third group: 1 blue square, 1 red triangle → so far 2 shapes… what’s missing?

Wait — maybe it’s repeating a cycle of “blue square + red triangles” and “green circles”?

Actually, let’s count positions:

Positions:
1: 🟦
2: 🔺
3: 🔺
4:
5: 🟢
6:
7: 🟦
8:
9: ?
10: ?

Notice: After position 6 (end of green circles), we restart with 🟦 then 🔺 — same as start.

So pattern is:
[🟦, 🔺, 🔺] → [🟢, , 🟢] → [, 🔺, ???]

After 🟦 and 🔺, next should be another 🔺 to complete the first group again.

Then after that, we’d start the green circle group again? But wait — the pattern might be alternating between “triangle group” and “circle group”, but the triangle group has 3 items: square + 2 triangles.

Actually, let’s see the full repetition:

Group A: 🟦, 🔺, 🔺 → 3 items
Group B: 🟢, 🟢, 🟢 → 3 items
Then Group A again: 🟦, 🔺, ___ → so next is 🔺 (to make 2 triangles)
Then Group B again: 🟢, , 🟢 — but we only need next TWO shapes.

So after position 8 (🔺), position 9 should be 🔺 (completing the second triangle in the triangle-group), and position 10 should be 🟢 (starting the next circle-group).

But wait — look at the sequence again:

1: 🟦
2: 🔺
3: 🔺
→ That’s Group A done.

4:
5: 🟢
6:
→ Group B done.

7: 🟦
8: 🔺
→ Start of Group A again — needs one more 🔺 to finish.

Then next would be start of Group B: 🟢

So positions 9 and 10: 🔺 and

✔ Pattern 1 answer: 🔺, 🟢

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Pattern 2:
➡️ ⬆️ ️ ⬇️ ➡️ ⬆️ ___ ___

This looks like directions cycling: right, up, left, down — then repeats.

Sequence:
1: ️ (right)
2: ️ (up)
3: ️ (left)
4: ️ (down)
5: ️ (right) ← starts over
6: ⬆️ (up)
7: ? → should be ⬅️ (left)
8: ? → should be ⬇️ (down)

✔ Pattern 2 answer: ️, ⬇️

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Pattern 3:
⭐ 🌙 🌙 ◆ ⭐ ___ ___

Let’s list them:

1: ⭐ (green star)
2: 💜 (purple star)
3: 🌙 (blue moon)
4: (orange moon)
5: ◆ (yellow diamond)
6: 🔴 (red diamond)
7: ⭐ (green star) ← back to start?

If it’s repeating every 6 shapes, then:

Shape 7 = Shape 1 → ⭐
Shape 8 = Shape 2 →
Shape 9 = Shape 3 →
Shape 10 = Shape 4 → 🌙

We need shapes 8 and 9? Wait — no, we have 7 given, need 8th and 9th.

Given: positions 1 to 7 are filled. Need 8 and 9.

Since shape 7 = shape 1, then:

shape 8 = shape 2 →
shape 9 = shape 3 →

✔ Pattern 3 answer: 💜, 🌙

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Pattern 4:
🔵 🔵 🟩 🔴 🔵 🔵 🟩 ___ ___

List:

1:
2: 🔵
3:
4: 🔴
5:
6: 🔵
7:
8: 🔴
→ So it’s repeating every 4 shapes: [, 🔵, 🟩, ]

Positions 5–8 repeat 1–4.

So position 9 = position 1 = 🔵
position 10 = position 2 = 🔵

✔ Pattern 4 answer: 🔵, 🔵

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Pattern 5:
🔺 ▼ 🟩 ⬆️ ⬇️ ___ ___

List:

1: 🔺 (red up-triangle)
2: ▼ (red down-triangle)
3: 🟩 (green pentagon)
4: 🟩 (green pentagon)
5: ⬆️ (orange up-arrow)
6: ⬇️ (orange down-arrow)
7: ?
8: ?

Looks like pairs:

Pair 1: 🔺, ▼ → up/down triangle
Pair 2: , 🟩 → two pentagons
Pair 3: ⬆️, ️ → up/down arrow
Then probably repeats?

So after pair 3, we go back to pair 1: 🔺, ▼

Thus, position 7 = 🔺, position 8 = ▼

✔ Pattern 5 answer: 🔺, ▼

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Pattern 6:
❤️ ➕ 🟢 🟦 ❤️ ➕ 🟢 ___ ___

List:

1: ❤️
2:
3: 🟢
4:
5: ❤️
6: ➕
7: 🟢
8: ?
9: ?

Repeating every 4 shapes: [❤️, ➕, 🟢, 🟦]

Position 5 = position 1 → ❤️
Position 6 = position 2 → ➕
Position 7 = position 3 → 🟢
Position 8 = position 4 → 🟦
Position 9 = position 1 → ❤️

We need positions 8 and 9: 🟦 and ❤️

✔ Pattern 6 answer: 🟦, ❤️

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Final Answer:

1. 🔺, 🟢
2. ️, ⬇️
3. 💜, 🌙
4. , 🔵
5. 🔺, ▼
6. 🟦, ❤️