Count the blocks used in the pattern and match them to the shapes below.
A colorful geometric pattern made of blocks with the question "How many blocks did you use?" and a row of shapes below for counting.
PNG
500×386
25.5 KB
Free · Personal Use
Quality Assured by Worksheets Library Team
Reviewed for educational accuracy and age-appropriateness
ID: #639363
⭐
Show Answer Key & Explanations
Step-by-step solution for: Pattern Block Templates - Preschool Mom
▼
Show Answer Key & Explanations
Step-by-step solution for: Pattern Block Templates - Preschool Mom
Let's solve the problem step by step.
The image shows a repeating pattern made up of colored blocks arranged in a zigzag or wave-like structure. The pattern consists of repeating units that look like this:
- Orange square
- Blue diamond
- Green triangle
- Orange square
- Blue diamond
- Green triangle
But wait — let’s carefully observe the actual shapes and their arrangement.
Looking closely at the top row, we see a sequence of shapes forming a continuous pattern. Let's break it down:
Each "unit" of the pattern seems to consist of:
- One orange square
- One blue diamond
- One green triangle
- Then another orange square
- Another blue diamond
- Another green triangle
Wait — actually, looking more carefully, the pattern appears to be:
Each segment is composed of:
- An orange square
- A blue diamond
- A green triangle
- Then repeated.
But let’s count how many times each shape appears across the entire pattern.
---
We’ll go through the entire top pattern and count how many of each block type are used.
#### Shapes Present:
From the bottom of the image, we see these shapes listed (with blanks for counting):
1. Red trapezoid
2. Orange square
3. Yellow hexagon
4. Green triangle
5. Blue diamond
6. White/cream rhombus (thin)
But in the top pattern, we only see:
- Orange squares
- Blue diamonds
- Green triangles
No red trapezoids, yellow hexagons, or white rhombuses appear in the pattern.
So, likely, the question is asking: How many of each block were used to make the pattern? And we should fill in the blanks under each shape.
Let’s now count each shape in the pattern.
---
The pattern repeats every three shapes:
Orange square → Blue diamond → Green triangle → Orange square → Blue diamond → Green triangle → ...
But let’s count them carefully.
Looking at the top image:
It has four repetitions of the same unit.
Let’s trace from left to right:
1. Orange square
2. Blue diamond
3. Green triangle
4. Orange square
5. Blue diamond
6. Green triangle
7. Orange square
8. Blue diamond
9. Green triangle
10. Orange square
11. Blue diamond
12. Green triangle
Wait — that’s four orange squares, four blue diamonds, and four green triangles?
But let’s double-check the actual visual.
Actually, each unit looks like:
- Orange square
- Blue diamond
- Green triangle
- Orange square
- Blue diamond
- Green triangle
Wait — no. Let’s look again.
Each “block” seems to be a pair of shapes forming a zigzag.
Actually, the pattern is made of four identical units.
Each unit includes:
- One orange square
- One blue diamond
- One green triangle
And they repeat four times.
So total:
- Orange squares: 4
- Blue diamonds: 4
- Green triangles: 4
Now, what about the other shapes?
- Red trapezoid: not used → 0
- Yellow hexagon: not used → 0
- White rhombus: not used → 0
So the answer should be:
| Shape | Count |
|------------------|-------|
| Red trapezoid | 0 |
| Orange square | 4 |
| Yellow hexagon | 0 |
| Green triangle | 4 |
| Blue diamond | 4 |
| White rhombus | 0 |
But wait — let’s check if there are any hidden shapes or if the pattern uses more than one of some.
Wait — upon closer inspection, the orange squares are each made of two smaller squares? No — they look like single blocks.
Actually, each orange block is a single square, blue is a diamond (rhombus), green is a triangle.
But here’s a key point: the pattern is made of four complete cycles.
Each cycle has:
- 1 orange square
- 1 blue diamond
- 1 green triangle
So total:
- Orange squares: 4
- Blue diamonds: 4
- Green triangles: 4
Other shapes: not used
So the answers are:
- Red trapezoid: 0
- Orange square: 4
- Yellow hexagon: 0
- Green triangle: 4
- Blue diamond: 4
- White rhombus: 0
---
Fill in the blanks:
- Red trapezoid: 0
- Orange square: 4
- Yellow hexagon: 0
- Green triangle: 4
- Blue diamond: 4
- White rhombus: 0
✔ So the completed line would read:
```
0 4 0 4 4 0
```
---
The pattern consists of four repeating units, each made of:
- 1 orange square
- 1 blue diamond
- 1 green triangle
No other shapes from the list are used in the pattern. Therefore, only those three shapes appear, each used four times. The others are not present.
Thus, the number of blocks used for each shape is as above.
Step 1: Understand the Image
The image shows a repeating pattern made up of colored blocks arranged in a zigzag or wave-like structure. The pattern consists of repeating units that look like this:
- Orange square
- Blue diamond
- Green triangle
- Orange square
- Blue diamond
- Green triangle
But wait — let’s carefully observe the actual shapes and their arrangement.
Looking closely at the top row, we see a sequence of shapes forming a continuous pattern. Let's break it down:
Each "unit" of the pattern seems to consist of:
- One orange square
- One blue diamond
- One green triangle
- Then another orange square
- Another blue diamond
- Another green triangle
Wait — actually, looking more carefully, the pattern appears to be:
Each segment is composed of:
- An orange square
- A blue diamond
- A green triangle
- Then repeated.
But let’s count how many times each shape appears across the entire pattern.
---
Step 2: Count Each Shape in the Pattern
We’ll go through the entire top pattern and count how many of each block type are used.
#### Shapes Present:
From the bottom of the image, we see these shapes listed (with blanks for counting):
1. Red trapezoid
2. Orange square
3. Yellow hexagon
4. Green triangle
5. Blue diamond
6. White/cream rhombus (thin)
But in the top pattern, we only see:
- Orange squares
- Blue diamonds
- Green triangles
No red trapezoids, yellow hexagons, or white rhombuses appear in the pattern.
So, likely, the question is asking: How many of each block were used to make the pattern? And we should fill in the blanks under each shape.
Let’s now count each shape in the pattern.
---
Step 3: Analyze the Pattern
The pattern repeats every three shapes:
Orange square → Blue diamond → Green triangle → Orange square → Blue diamond → Green triangle → ...
But let’s count them carefully.
Looking at the top image:
It has four repetitions of the same unit.
Let’s trace from left to right:
1. Orange square
2. Blue diamond
3. Green triangle
4. Orange square
5. Blue diamond
6. Green triangle
7. Orange square
8. Blue diamond
9. Green triangle
10. Orange square
11. Blue diamond
12. Green triangle
Wait — that’s four orange squares, four blue diamonds, and four green triangles?
But let’s double-check the actual visual.
Actually, each unit looks like:
- Orange square
- Blue diamond
- Green triangle
- Orange square
- Blue diamond
- Green triangle
Wait — no. Let’s look again.
Each “block” seems to be a pair of shapes forming a zigzag.
Actually, the pattern is made of four identical units.
Each unit includes:
- One orange square
- One blue diamond
- One green triangle
And they repeat four times.
So total:
- Orange squares: 4
- Blue diamonds: 4
- Green triangles: 4
Now, what about the other shapes?
- Red trapezoid: not used → 0
- Yellow hexagon: not used → 0
- White rhombus: not used → 0
So the answer should be:
| Shape | Count |
|------------------|-------|
| Red trapezoid | 0 |
| Orange square | 4 |
| Yellow hexagon | 0 |
| Green triangle | 4 |
| Blue diamond | 4 |
| White rhombus | 0 |
But wait — let’s check if there are any hidden shapes or if the pattern uses more than one of some.
Wait — upon closer inspection, the orange squares are each made of two smaller squares? No — they look like single blocks.
Actually, each orange block is a single square, blue is a diamond (rhombus), green is a triangle.
But here’s a key point: the pattern is made of four complete cycles.
Each cycle has:
- 1 orange square
- 1 blue diamond
- 1 green triangle
So total:
- Orange squares: 4
- Blue diamonds: 4
- Green triangles: 4
Other shapes: not used
So the answers are:
- Red trapezoid: 0
- Orange square: 4
- Yellow hexagon: 0
- Green triangle: 4
- Blue diamond: 4
- White rhombus: 0
---
Final Answer:
Fill in the blanks:
- Red trapezoid: 0
- Orange square: 4
- Yellow hexagon: 0
- Green triangle: 4
- Blue diamond: 4
- White rhombus: 0
✔ So the completed line would read:
```
0 4 0 4 4 0
```
---
Explanation:
The pattern consists of four repeating units, each made of:
- 1 orange square
- 1 blue diamond
- 1 green triangle
No other shapes from the list are used in the pattern. Therefore, only those three shapes appear, each used four times. The others are not present.
Thus, the number of blocks used for each shape is as above.
Parent Tip: Review the logic above to help your child master the concept of worksheet with pattern blocks.