When diagonals of a rectangle intersect, they bisect each other into equal halves. This symmetry divides the rectangle into two congruent triangles, showcasing its geometric balance and uniformity in design.
Class 6 Mathematics Chapter 8 Playing with Constructions question answer
Class 6 NCERT Ganita Prakash Chapter 8 Playing with Constructions
In a rectangle, the diagonals intersect at their midpoint, dividing each diagonal into two equal segments. This intersection point demonstrates the geometric symmetry of the rectangle, dividing it into two pairs of congruent triangles. This property confirms that opposite sides are equal, and the angles formed by the diagonals at the intersection align with the rectangle’s right-angle properties. The diagonals’ behavior is crucial in applications requiring precise calculations, such as engineering and design.
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