9 Oct 2022

Prove that the area of a quadrilateral formed by joining midpoint of the adjacent sides of quadrilateral is half the area of given quadrilateral. Class 9 | Area Theorem

 Given:- let P,Q,R,S is the midpoint of Side CD,DA,AB,BC of quadrilateral ABCD 

Prove that the area of a quadrilateral formed by joining midpoint of the adjacent sides of quadrilateral is half the area of given quadrilateral. Class 9 | Area Theorem
Prove that the area of a quadrilateral formed by joining midpoint of the adjacent sides of quadrilateral is half the area of given quadrilateral. Class 9 | Area Theorem
Prove that the area of a quadrilateral formed by joining midpoint of the adjacent sides of quadrilateral is half the area of given quadrilateral. Class 9 | Area Theorem





 

No comments:

Post a Comment

Please do not enter any spam link