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Circle Shape Preschool Worksheets - Free Printable

Circle Shape Preschool Worksheets

Educational worksheet: Circle Shape Preschool Worksheets. Download and print for classroom or home learning activities.

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Show Answer Key & Explanations Step-by-step solution for: Circle Shape Preschool Worksheets
To solve this puzzle, we need to find a continuous path of circles that connects the Sun (top left) to the Moon (bottom right). We can only move up, down, left, or right to adjacent circles. We cannot move diagonally, and we cannot pass through squares or triangles.

Let's trace the path step-by-step using coordinates (Row, Column), where Row 1 is the top row and Column 1 is the leftmost column.

Step 1: Start at the Sun.
The Sun is next to the circle at (Row 1, Column 2). This is our starting point.

Step 2: Find the path from (1, 2).
From (1, 2), we can go right to (1, 3), (1, 4), or (1, 5). Let's look ahead. The goal is to get to the bottom right.
- If we go all the way right to (1, 5), we are stuck because (2, 5) is a circle, but let's see if that leads to the moon.
- Let's try moving down early to get closer to the bottom.

Let's trace carefully:
1. Start at (1, 2).
2. Move Right to (1, 3).
3. Move Right to (1, 4).
4. Move Right to (1, 5).
* From (1, 5), we can move Down to (2, 5) (which is a circle).
5. Move Down to (2, 5).
* From (2, 5), we can move Down to (3, 5) (which is a circle). Note: (2, 4) is a square, so we can't go left there.
6. Move Down to (3, 5).
* From (3, 5), we can move Left to (3, 4)? No, (3, 4) is a square.
* Can we move Down to (4, 5)? Yes, it is a circle.
7. Move Down to (4, 5).
* From (4, 5), we can move Left to (4, 4)? No, (4, 4) is a circle. Wait, let me re-check the grid.

Let's re-examine the grid structure more carefully.

Row 1: Square, Circle, Circle, Circle, Circle
Row 2: Circle, Square, Circle, Triangle, Square, Circle -> Wait, the image has 5 columns.
Let's list the shapes in each cell (R, C):
R1: [Sq], [Cir], [Cir], [Cir], [Cir]
R2: [Cir], [Sq], [Cir], [Tri], [Sq] -- Wait, looking at the image again.

Let's look at the columns strictly.
Col 1: Sun is outside. Below Sun is R1C1 (Square). Then R2C1 (Circle). R3C1 (Circle). R4C1 (Triangle). R5C1 (Circle).
Col 2: R1C2 (Circle). R2C2 (Square). R3C2 (Circle). R4C2 (Triangle). R5C2 (Triangle).
Col 3: R1C3 (Circle). R2C3 (Circle). R3C3 (Circle). R4C3 (Triangle). R5C3 (Circle).
Col 4: R1C4 (Circle). R2C4 (Triangle). R3C4 (Square). R4C4 (Circle). R5C4 (Square).
Col 5: R1C5 (Circle). R2C5 (Circle). R3C5 (Circle). R4C5 (Circle). R5C5 (Moon is outside, below R5C5? No, Moon is next to R5C5).

Actually, let's look at the connections directly on the visual grid.

Start: Circle at R1, C2 (next to Sun).

Option A: Go Right along Row 1
- R1, C2 -> R1, C3 -> R1, C4 -> R1, C5.
- From R1, C5, go Down to R2, C5 (Circle).
- From R2, C5, go Down to R3, C5 (Circle).
- From R3, C5, go Down to R4, C5 (Circle).
- From R4, C5, go Down to R5, C5 (Circle).
- From R5, C5, we are next to the Moon!

Let's verify this path is valid (only circles, no diagonal moves):
1. (1, 2): Circle. (Start)
2. (1, 3): Circle. (Right of 1,2)
3. (1, 4): Circle. (Right of 1,3)
4. (1, 5): Circle. (Right of 1,4)
5. (2, 5): Circle. (Down from 1,5). *Check: Is R2C5 a circle? Yes.*
6. (3, 5): Circle. (Down from 2,5). *Check: Is R3C5 a circle? Yes.*
7. (4, 5): Circle. (Down from 3,5). *Check: Is R4C5 a circle? Yes.*
8. (5, 5): Circle. (Down from 4,5). *Check: Is R5C5 a circle? Yes.*

The Moon is located to the right of the circle at (5, 5). So reaching (5, 5) completes the path.

Let's double check if there are any blocks.
- R2, C4 is a Triangle. This blocks moving left from R2, C5. But we don't need to go left.
- R3, C4 is a Square. This blocks moving left from R3, C5. But we don't need to go left.
- R4, C4 is a Circle. We could potentially go left here, but we don't need to.
- R5, C4 is a Square. This blocks moving left from R5, C5. But we are at the end.

So the path is simply: Go all the way right on the top row, then go all the way down on the rightmost column.

Path Coordinates:
(1, 2) → (1, 3) → (1, 4) → (1, 5) → (2, 5) → (3, 5) → (4, 5) → (5, 5)

Let's verify no other simpler path exists or if I missed a constraint.
"Color the circles from the sun to the moon."

Is there a shorter path?
From (1, 2), can we go down?
- (2, 2) is a Square. Blocked.
So we MUST go right from (1, 2).

From (1, 3), can we go down?
- (2, 3) is a Circle.
- If we go to (2, 3), where can we go?
- Left to (2, 2)? Square. Blocked.
- Right to (2, 4)? Triangle. Blocked.
- Down to (3, 3)? Circle.
- From (3, 3):
- Left to (3, 2)? Circle.
- From (3, 2):
- Left to (3, 1)? Circle.
- From (3, 1):
- Down to (4, 1)? Triangle. Blocked.
- Up to (2, 1)? Circle.
- From (2, 1):
- Up to (1, 1)? Square. Blocked.
- Left? Out of bounds.
- Right to (2, 2)? Square. Blocked.
- So (2, 1) is a dead end.
- Down to (4, 2)? Triangle. Blocked.
- Right to (3, 3)? Already there.
- Right to (3, 4)? Square. Blocked.
- Down to (4, 3)? Triangle. Blocked.
- So (3, 3) leads to a dead end at (3, 1)/(2, 1).
- So going down at (1, 3) is a dead end.

Therefore, we MUST continue right to (1, 4).

From (1, 4), can we go down?
- (2, 4) is a Triangle. Blocked.
So we MUST continue right to (1, 5).

From (1, 5), can we go anywhere else?
- Left? Backwards.
- Right? Out of bounds.
- Up? Out of bounds.
- Down to (2, 5). This is the only way.

From (2, 5):
- Left to (2, 4)? Triangle. Blocked.
- Down to (3, 5). Only way.

From (3, 5):
- Left to (3, 4)? Square. Blocked.
- Down to (4, 5). Only way.

From (4, 5):
- Left to (4, 4)? Circle.
- If we go to (4, 4):
- Up to (3, 4)? Square. Blocked.
- Right to (4, 5)? Backwards.
- Down to (5, 4)? Square. Blocked.
- Left to (4, 3)? Triangle. Blocked.
- So (4, 4) is a dead end.
- Down to (5, 5). Only way forward.

From (5, 5):
- Next to Moon. Success.

Conclusion:
The only valid path is along the top edge to the right corner, then down the right edge to the bottom corner.

Circles to color:
1. Row 1: The 2nd, 3rd, 4th, and 5th circles.
2. Column 5: The circles in Rows 2, 3, 4, and 5.

Visually, this forms an "L" shape made of circles along the top and right borders of the grid area containing the path.

Final Answer:
To solve the puzzle, you need to color a continuous path of circles connecting the Sun to the Moon. You can only move horizontally or vertically to adjacent circles.

Here is the step-by-step path:
1. Start at the circle next to the Sun (1st row, 2nd circle).
2. Move right across the top row, coloring the next three circles (1st row, 3rd, 4th, and 5th circles).
3. From the top-right circle, move down the rightmost column.
4. Color the circle in the 2nd row, 5th column.
5. Color the circle in the 3rd row, 5th column.
6. Color the circle in the 4th row, 5th column.
7. Color the final circle in the 5th row, 5th column, which is right next to the Moon.

Summary of circles to color:
- Row 1: Circles 2, 3, 4, and 5.
- Column 5: Circles in Rows 2, 3, 4, and 5.

This creates an "L" shaped path along the top and right sides of the grid.
Parent Tip: Review the logic above to help your child master the concept of circle shape worksheet.
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