Result: |

A rhombus is a quadrilateral with all four sides of equal length.

\[ \text{Area} = \frac{\text{Diagonal 1} \times \text{Diagonal 2}}{2} \]

Enter the lengths of the two diagonals to compute the area.

Used in education, architecture, land surveying, and more.

**How Do You Find the Area of a Rhombus?**Multiply the lengths of the diagonals and divide by 2.

**What is the Area of a Rhombus?**The area is calculated using the diagonals or side length and an angle.

**What is the Size of a Rhombus?**Size typically refers to the area, calculated from the diagonals or side length and an angle.

**Area of a Rhombus by Side Formula?**Area = \( \text{side}^2 \times \sin(\text{angle}) \), where the angle is between two sides.

**Standard Formula for the Rhombus?**Area = \( \frac{\text{Diagonal 1} \times \text{Diagonal 2}}{2} \).

**Finding the Area of a Rhombus in Class 8?**Typically done using the diagonals or side and angle method.

**Why is the Area Formula for a Rhombus Used?**To calculate the space enclosed within a rhombus.

**Rule of a Rhombus?**All sides are equal, opposite angles are equal, diagonals bisect each other at right angles.

**Is Area of Rhombus Equal to Area of Square?**Not necessarily, unless the rhombus is a square.

**How Do You Find the Area?**Depending on the shape, various formulas are used, like length × width for rectangles.

**Area of a Rhombus Without Diagonals?**Use side length and an interior angle: \( \text{side}^2 \times \sin(\text{angle}) \).

**Four Properties of a Rhombus?**Equal sides, equal opposite angles, diagonals bisect at right angles, and diagonals bisect angles.

**Diagonal of a Rhombus?**Line segment joining opposite corners, bisecting the rhombus.

**Area of Rhombus and Parallelogram?**Rhombus: \( \frac{\text{Diagonal 1} \times \text{Diagonal 2}}{2} \); parallelogram: base × height.

**Area with Side of 20 cm?**Use the formula involving the side and angle, or diagonals if known.

**Do All 4 Sides of a Rhombus Equal?**Yes, all sides of a rhombus are of equal length.

**Proving a Rhombus Formula?**Derived from the properties of diagonals and angles.

**Derivation of Rhombus Formula?**Based on the diagonal properties, splitting the rhombus into triangles.

Our Rhombus Area Calculator simplifies geometric calculations, essential for various applications.