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What is the figure obtained when you join midpoint of adjacent sides of a rectangle of side 8 cm and 6 cm?

What is the figure obtained when you join midpoint of adjacent sides of a rectangle of side 8 cm and 6 cm?

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A. A rectangle of area 24 cm2
B. A square of area 24 cm2
C. A trapezium of area 24 cm2
D. A rhombus of area 24 cm2

This question is part of Area of Parallelogram and Triangle
Asked by Jagran josh, Last updated: Aug 07, 2020

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3 Answers

E. Austin

E. Austin

Answered Dec 14, 2018

The answer is D. The figure obtained when you join the midpoint of adjacent sides of a rectangle of side 8 cm and 6 cm is a rhombus with an area of 24 cm squared. A rhombus is a parallelagram with 4 equal sides, 2 opposite equal obtuse angles and 2 opposite equal acute angles. A square is also a rhombus.

The area is calculated using a mathematical formula: 1/2 x the product of the lengths of the diagonal sides. Another way to categorize a rhombus is to say it is an equilateral quadralateral, which just means that the shape has 4 sides and all 4 of them are equal.

 

f.Brian

F.Brian

Answered Jan 19, 2018

The figure, which is obtained after you join the midpoint of adjacent sides of a rectangle having the side length 8 cm and with 6 cm, is a rhombus of area 24 cm square. Hence, option D is the right option. The study of shapes is usually referred to as Geometry. Geometry is a vast field however which includes a lot of other sub-fields.

Nevertheless, the analytical, qualitative, and quantitative study of shapes and their properties are covered by geometry. Many people find it as quite an interesting area of maths due to the mesmerizing shapes and their interesting properties.

 

John Smith

John Smith

Answered Dec 09, 2016

A rhombus of area 24 cm2
 

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