What type of quadrilateral do you get, if you join ΔAPM, ΔDPO, ΔOCN and ΔMNB in
the example 3.
Answers
Answer:
You will get a parellelogram after joining these quadilaterals.
Explanation:-
Four quadilaterals are given which are Δ APM, Δ OCN, Δ DPO, Δ MNB.
As, form the figure, we can see that the ABCD is a Parellelogram in which side AD and BC are inclined and pareller as related with the two other sides that are AB and CD. So, In these above traingles, sides AP,PD, BN and CN are inclined of above triangles.
So, if we join two triangles then it is a rhombus. Rhombus has all sides of equal length.
But, when we join all the triangles. It means there are two rhombus. Then, it is a parellelogram as it's two sides are longer than other two sides.
A parellelogram is a quadilateral which has opposite sides parellel and equal. Adjecent sides are inclined at some angles.
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