# What is the perimeter of rhombus wxyz?

**Solution:**

Given the vertices of the __rhombus__.

__Perimeter__ is calculated by sum of all sides.

We know that a rhombus has all sides equal.

__Distance between any two points__ is given as :

√(x - x’)² + (y - y’)²

The distance between W and Z is:

√ 13

Sum of sides is 4(√13) = perimeter

Therefore, the perimeter of the rhombus wxyz is 4√13 units

## What is the perimeter of rhombus wxyz?

**Summary:**

The perimeter of the rhombus wxyz is 4√13 units.

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