Face Drawing Practice Worksheet - Free Printable

To solve this problem, we need to find which of the numbered shapes are exactly the same as Shape 1.

Step 1: Analyze Shape 1
Let's look closely at the features of Shape 1:
- It is an "L" shape standing upright.
- It is made of blocks on a grid.
- The vertical part (the tall tower) is 2 blocks high and 1 block wide.
- The horizontal part (the base) extends out from the bottom of the tower. It is 2 blocks long in total (including the block under the tower) and 1 block deep.
- So, it looks like a tall column with a short foot sticking out to the right.

Step 2: Compare with other shapes
Now, let's check the other shapes to see if they match this exact structure. We are looking for the same dimensions and orientation.

- Shape 6: This is also an L-shape. Let's count the blocks. The vertical part is 2 blocks high. The horizontal base extends 2 blocks out. It looks identical to Shape 1.
- Shape 15: This is a smaller L-shape. The vertical part is only 1 block high (or rather, it's a flat L on the ground). Wait, looking closer, it's an L-shape lying down or just smaller. The vertical stem is 2 blocks high? No, looking at the grid lines, the vertical part is 2 units high, but the base is only 1 unit wide and extends 1 unit out? Let's re-examine Shape 1.
- Shape 1: Vertical column is 2 cubes high. Base is 2 cubes long (total width) and 1 cube deep. The "foot" sticks out 1 cube from the column.
- Shape 15: Vertical column is 2 cubes high. Base is 2 cubes long? No, the base looks like it's 1 cube wide and extends 1 cube out. Actually, looking at the perspective, Shape 15 seems to be a smaller version or rotated differently. Let's look really closely at the grid.
- In Shape 1, the top face of the base is a 1x1 square next to the column. The column is 1x1. So the total footprint is 2x1. The height is 2.
- In Shape 15, the vertical part is 2 blocks high. The horizontal part extends 1 block out. The depth is 1 block. This looks like the same shape! Let's double-check.
- Let's re-evaluate Shape 1 vs Shape 15.
- Shape 1: The vertical pillar is 2 blocks high. The base block next to it is 1 block high. The total width is 2 blocks. The depth is 1 block.
- Shape 15: The vertical pillar is 2 blocks high. The base block next to it is 1 block high. The total width is 2 blocks. The depth is 1 block.
- Yes, Shape 15 appears to be identical to Shape 1.

- Let's check Shape 6 again.
- Shape 6: Vertical pillar is 2 blocks high? No, looking at the top surface, it seems deeper. Let's trace the lines. The front face shows a vertical rectangle that is 2 units high and 1 unit wide. To its right, there is a lower block. But wait, Shape 6 has a block *behind* the lower part? Or is it deeper?
- Let's look at the top faces.
- Shape 1: Top of pillar is a 1x1 square. Top of base is a 1x1 square. They are side-by-side.
- Shape 6: Top of pillar is a 1x1 square. Top of base is a 1x2 rectangle? No, it looks like the base is 2 blocks deep. Let's look at the side. The side of the base in Shape 6 shows two segments. So Shape 6 is deeper than Shape 1. Shape 1 is 1 block deep. Shape 6 is 2 blocks deep. So Shape 6 is NOT a match.

- Let's re-evaluate Shape 15.
- Top of pillar: 1x1 square.
- Top of base: 1x1 square.
- Side view: The base is 1 block deep.
- This matches Shape 1 perfectly.

- Are there any others?
- Shape 11: This is an L-shape but lying on its side or rotated. The long part is horizontal. Not the same orientation.
- Shape 13: The vertical part is 2 blocks high, but the base is 2 blocks deep? No, the base is 1 block wide and 1 block deep, but attached to the side? It looks like a corner piece. Let's compare Shape 1 and 13.
- Shape 1: Column is at the "back left". Base extends to the "front right"? No, in isometric view, the column is back-left, base extends right.
- Shape 13: Column is back-left. Base extends front? It looks like the base is attached to the front face of the column. In Shape 1, the base is attached to the side? Let's look at the shared edge.
- In Shape 1, the vertical column and the horizontal base share a vertical edge on the front. The base is to the right of the column.
- In Shape 13, the base is in front of the column? Or to the right? It looks like the base is to the right, but the column is taller? No, Shape 13's column is 2 high, base is 1 high. But the base looks wider? No, it looks like the same dimensions. Let's check the orientation.
- In Shape 1, we see the front face of the column and the front face of the base. They are aligned.
- In Shape 13, we see the front face of the column and the *side* face of the base? No, we see the front face of the base too. But the position is different. In Shape 1, the base is to the right. In Shape 13, the base is to the right. Wait, look at the top of the base in Shape 13. It's a 1x1 square. Look at the top of the column. It's a 1x1 square.
- However, in Shape 1, the base is 1 block deep. In Shape 13, is the base 1 block deep? Yes.
- Is Shape 13 the same as Shape 1? Let's look at the connection. In Shape 1, the inner corner is visible. In Shape 13, the inner corner is visible.
- Let's look really closely at Shape 1 vs Shape 13.
- Shape 1: The vertical block is 2 units high. The horizontal block is 1 unit high. The horizontal block is adjacent to the bottom half of the vertical block.
- Shape 13: Same description.
- Why did I think Shape 6 was different? Because it looked deeper.
- Let's look at Shape 15 again.
- Shape 15: Vertical block 2 high. Horizontal block 1 high. Adjacent.
- Is there a difference between 1, 13, and 15?
- Let's look at the "depth" (the lines going back-right).
- Shape 1: The top of the vertical block shows 1 segment going back-right. The top of the horizontal block shows 1 segment going back-right. So depth is 1.
- Shape 13: The top of the vertical block shows 1 segment going back-right. The top of the horizontal block shows 1 segment going back-right. So depth is 1.
- Shape 15: The top of the vertical block shows 1 segment going back-right. The top of the horizontal block shows 1 segment going back-right. So depth is 1.

So Shapes 1, 13, and 15 all have the same dimensions: 2-high column, 1-high base, both 1x1 footprint, side-by-side.

Now, are they oriented the same way?
- In all three, the column is on the left, and the base is on the right.
- In all three, we are viewing them from the same angle (front-left).
- Therefore, Shapes 1, 13, and 15 appear to be identical.

- Let's check if I missed any subtle differences.
- Look at Shape 4. It's an H-shape. No.
- Look at Shape 16. Stairs. No.
- Look at Shape 20. L-shape but the base is longer? Or the column is shorter? The column is 2 high, base is 2 long? No, base is 1 long, but there's another block? It's a complex shape. No.

- Let's re-examine Shape 6.
- In Shape 6, the base part has a line dividing it into two sections along the depth axis. This means the base is 2 blocks deep. Shape 1's base is 1 block deep. So 6 is definitely different.

- Let's re-examine Shape 13 vs Shape 1.
- In Shape 1, the vertical line separating the column and base goes all the way up? No, it stops at the height of the base.
- In Shape 13, the vertical line separating the column and base stops at the height of the base.
- They look identical.

- Let's re-examine Shape 15 vs Shape 1.
- In Shape 15, the vertical line separating the column and base stops at the height of the base.
- They look identical.

- Is there any other candidate?
- Shape 11: The long part is 3 blocks long? And it's flat. No.
- Shape 7: Two separate towers? No.
- Shape 8: A bench shape. Base is 3 wide? No.

- Let's look at Shape 24. U-shape. No.
- Shape 23. U-shape. No.

- What about Shape 14? It has steps. No.

- So the potential matches are 13 and 15.

Let's double check if there are any tiny differences in 13 or 15.
- Shape 1: The front face of the column is a 1x2 rectangle. The front face of the base is a 1x1 square.
- Shape 13: The front face of the column is a 1x2 rectangle. The front face of the base is a 1x1 square.
- Shape 15: The front face of the column is a 1x2 rectangle. The front face of the base is a 1x1 square.

They all seem to be the exact same object drawn in the same position.

Let's check if I misinterpreted "same". Does it mean "congruent" (can be rotated) or "identical orientation"? Usually, in these puzzles, "same" means identical orientation unless specified otherwise ("which shapes are congruent"). Given the grid background, it implies fixed orientation. If rotation were allowed, many more would match (e.g., Shape 11 is an L on its side). Since Shape 11 is clearly different in orientation, we assume fixed orientation.

Therefore, we are looking for shapes that are visually identical to Shape 1.

Candidates:
- Shape 13
- Shape 15

Let me look really closely at Shape 13 again.
In Shape 1, the top of the base is level with the bottom of the upper block of the column.
In Shape 13, same thing.

Let me look really closely at Shape 15 again.
In Shape 15, same thing.

Is there any difference between 13 and 15?
In Shape 13, the line defining the back edge of the base... connects to the column.
In Shape 15, the line defining the back edge of the base... connects to the column.

Wait, let's look at Shape 6 again just to be sure.
Shape 6 has a "step" on the back? No, the base is just deeper. The top surface of the base is a 1x2 rectangle. In Shape 1, the top surface of the base is a 1x1 square. So 6 is out.

Let's look at Shape 1.
Dimensions:
- Column: 1 wide x 1 deep x 2 high.
- Base: 1 wide x 1 deep x 1 high.
- Position: Base is to the right of the column.

Let's check Shape 13.
- Column: 1 wide x 1 deep x 2 high.
- Base: 1 wide x 1 deep x 1 high.
- Position: Base is to the right of the column.
- Match.

Let's check Shape 15.
- Column: 1 wide x 1 deep x 2 high.
- Base: 1 wide x 1 deep x 1 high.
- Position: Base is to the right of the column.
- Match.

Are there any others?
- Shape 2: Hollow square frame. No.
- Shape 3: Bridge. No.
- Shape 4: H-shape. No.
- Shape 5: Arch. No.
- Shape 7: Two columns connected by a low bridge? Or just two columns. No.
- Shape 8: L-shape but base is 2 wide? Let's count. The base front face is divided into two squares. So it's 2 wide. Shape 1 base is 1 wide. No.
- Shape 9: I-beam / H-shape vertically. No.
- Shape 10: Complex block with a notch. No.
- Shape 11: Flat L-shape, 1 high. No.
- Shape 12: Block with a slot. No.
- Shape 14: Steps. No.
- Shape 16: Stairs. No.
- Shape 17: Pyramid-like stack. No.
- Shape 18: Ziggurat. No.
- Shape 19: Table/Arch. No.
- Shape 20: L-shape with an extra block? The base is 2 long? And there's a block sticking out? It looks like an L with a 1x1 block attached to the end of the base. So it's 3 blocks total in the base row? Or 2 blocks in base + 1 floating? No, it's solid. It's an L-shape where the base is 2 blocks long. Shape 1 base is 1 block long (extending from column). So total width 2. Shape 20 total width 3? Let's count grid units.
- Shape 1: Total width 2 units.
- Shape 20: Total width 3 units? The base has two segments on the front face. Plus the column. So width is 3. No.
- Shape 21: Twisted shape. No.
- Shape 22: Two columns side by side? No.
- Shape 23: U-shape. No.
- Shape 24: U-shape with a center block? No.

So, only 13 and 15 remain.

Let me double check Shape 13 and 15 for any subtle drawing errors.
- In Shape 13, the vertical line between the column and base is clear.
- In Shape 15, the vertical line between the column and base is clear.

Is it possible that one of them is mirrored?
- Mirror image would have the base on the left.
- In 1, 13, and 15, the base is on the right.

Is it possible that one is rotated 180 degrees around vertical axis?
- That would show the back faces. We see the front faces (the ones facing bottom-left).
- So they are not rotated.

Conclusion: Shapes 13 and 15 are identical to Shape 1.

Final check:
- Shape 1: L-block, upright, base right.
- Shape 13: L-block, upright, base right. Same size.
- Shape 15: L-block, upright, base right. Same size.

The question asks to identify the shapes. Usually, the answer is a list of numbers.

Final Answer: 13, 15