Question

show that the quadrilateral formed by joining the mid points of a consecutive side of a square is also a square.

Answer 1

If u have any questions, let me know.. I hope the explanations are in the procedure

Answer 2

Answer:

p is mid point of AB ( given)

and S is ,, ,, DA ( given)

by Pythagoras theorem

AP^2+AS^2=PS^2

so,

by this theorem

PS=PQ=RQ=RS

all sides are equal

and square also had all sides equal

hence showed,

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