Looking at the image, we can see a decorative border on the left side made of repeating quilt-like blocks. Each block is a square divided into four triangles — two red, one blue, and one beige (or light tan). The pattern repeats vertically along the left edge.
Let’s count how many full blocks are visible in the vertical strip:
Starting from the top:
1. First block: red triangle pointing up, blue on right, beige on bottom, red on left → standard orientation.
2. Second block: rotated — red on top, blue on left, beige on bottom, red on right.
3. Third block: same as first.
4. Fourth block: same as second.
5. Fifth block: same as first.
6. Sixth block: same as second.
7. Seventh block: same as first.
8. Eighth block: same as second.
Wait — let me recount carefully by looking at the actual image structure.
Actually, if you look closely, each “unit” or “block” is a square that contains 4 triangles. But notice: the pattern alternates between two orientations.
But here’s the key: the entire left border is composed of these square blocks stacked vertically.
Let me count the number of complete square blocks from top to bottom:
- Topmost block: fully visible.
- Then another below it.
- Then another.
- Then another.
- Then another.
- Then another.
- Then another.
- Bottommost block: also fully visible.
That’s 8 blocks total.
Each block has 4 triangles.
So total triangles = 8 blocks × 4 triangles per block = 32 triangles.
But wait — let’s verify by counting colors individually to make sure.
Red triangles: In each block, there are 2 red triangles. So 8 blocks × 2 = 16 red triangles.
Blue triangles: Each block has 1 blue triangle → 8 × 1 = 8 blue triangles.
Beige triangles: Each block has 1 beige triangle → 8 × 1 = 8 beige triangles.
Total = 16 + 8 + 8 = 32 triangles.
Yes, that matches.
Alternatively, if you count every single triangle shape in the border:
Top row: 4 triangles
Second row: 4
Third: 4
Fourth: 4
Fifth: 4
Sixth: 4
Seventh: 4
Eighth: 4
That’s 8 rows × 4 = 32.
No triangles are cut off — all are fully within the border area.
So the total number of triangles in the border is 32.
Final Answer:
32
Parent Tip: Review the logic above to help your child master the concept of june tailor printable quilt labels.
