## Explore 10 Key Difference between Rectangle and Parallelogram

Rectangles and parallelograms are both fundamental geometric shapes, but they possess distinctive characteristics that set them apart. Let’s delve into the ten significant Difference between rectangle and parallelogram, illuminating their unique features.

### 10 Difference between rectangle and parallelogram

**Angles:** A rectangle is a quadrilateral with perpendicular sides because it has four right angles. A parallelogram, on the other hand, can have any angle measurement provided the opposing angles are congruent.

**Side Lengths:** A rectangle has four congruent sides because the opposite sides are always the same length. A parallelogram, on the other hand, may have two pairs of sides that are of equal length, but this does not imply that every side is the same length.

**Diagonals:** A rectangle’s diagonals always bisect one another at their intersection and are congruent. The diagonals of a parallelogram, on the other hand, are not always congruent and only cross each other when the shape is also a rhombus.

**Shape Symmetry:** Rectangles have bilateral symmetry, which means that they are mirror images of one another when cut in half along their centre. However, because they don’t have any fixed lines of reflection, parallelograms lack this kind of symmetry.

**Perimeter:** The lengths of all four sides of a rectangle are added to determine its perimeter, which is always greater than the perimeter of a parallelogram with the same base and height.

**Area Calculation:** Rectangles are the only quadrilaterals whose area can be calculated by multiplying any two of their sides, regardless of their orientation. In order to determine the area of a parallelogram, multiply the base length by the height perpendicular to the base.

**Oblique vs. Right Angles:** Only right angles are present in rectangles, making calculations and geometric constructions easier. Oblique angles make up parallelograms, which present more difficult mathematical problems.

**Special Cases:** A square is a particular kind of rectangle in which the lengths of its four sides are equal. In contrast, a rhombus is a particular kind of parallelogram that has four equal-length sides.

**Interior Angles:** Each interior angle in a rectangle measures 90 degrees, and the sum of all interior angles is always 360 degrees. The sum of the interior angles in a parallelogram is also 360 degrees, though the angle measurements can change.

**Applications in daily life:** Rectangular shapes are frequently used in windows, tables, and other man-made structures. Natural formations like the sides of mountains or riverbeds frequently contain parallelograms.

The fascinating world of geometry is made clearer by an understanding of the difference between rectangle and parallelogram. Due to these distinctive qualities, we are able to appreciate the variety and adaptability of geometric shapes in both real-world contexts and theoretical investigations.

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