### Perimeter of a Rectangle – Explanation & Examples

Perimeter of a rectangle is the total length of all of its sides. It is calculated with the help of the following formula: $textrm{Perimeter of a Rectangle} = 2 ( textrm{Length} + textrm{Width})$. Read moreTriangle Proportionality Theorem – Explanation and Examples Perimeter is defined as the boundary that surrounds a shape. It can also be […]

### Perimeter of a Parallelogram – Explanation & Examples

The perimeter of a parallelogram is the total length of its outer boundaries. A parallelogram, similar to a rectangle, is a quadrilateral with equal opposite sides. So if the length and width of a parallelogram are $a$ and $b$, such as in the figure above, we can calculate the perimeter as: Read moreTriangle Proportionality Theorem […]

### Perimeter of a Rhombus – Explanation & Examples

The perimeter of a rhombus is the total length measured across its boundaries. All sides of a rhombus are equal to each other. If the length of any single side is equal to $x$, as shown in the figure above, then the perimeter is given as Read moreTriangle Proportionality Theorem – Explanation and ExamplesPerimeter $=4x$ […]

### Perimeter of a Square – Explanation & Examples

The perimeter of a square is the total length measured across its boundaries. Let $x$ be the length of each side of the square, as shown in the figure below: Read moreTriangle Proportionality Theorem – Explanation and ExamplesThe perimeter is calculated using the formula: $textrm{Perimeter} = 4x$ The word perimeter is the combination of two […]

### Parallelogram-Definition, Geometry, Properties, and Examples

A parallelogram is indeed a fascinating geometric shape that showcases unique properties and symmetrical elegance. Defined as a quadrilateral with two pairs of parallel sides, the parallelogram offers a captivating blend of simplicity and versatility. Its distinct characteristics, such as parallel and congruent opposite sides, make it an intriguing subject of study in mathematics and […]