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Problem

How many pattern block rhombus(es) would 10 triangles create?

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(301 votes)

High school math teacher - Tutor for 6 years

To find out how many rhombuses can be created with 10 triangles.

$10$ triangles

10 triangles can create **5 rhombuses.**

**Step 1: In the context of pattern blocks:**

- A rhombus from pattern blocks (often specifically a thin rhombus) can be made up of two equilateral triangles.
- Each equilateral triangle comprises half of the area of the thin rhombus.

**Step 2:Given:**

- You have 10 triangles.

**Step 3:Explanation:**

- Since it takes 2 triangles to create 1 rhombus, you divide the total number of triangles by 2 to find how many rhombuses you can make.
- Therefore, with 10 triangles, you can create \( \frac{10}{2} = 5 \) rhombuses.

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