pqr and omr are two equilateral triangles such that m is the mid point of pr . if oq intersects pr at point n then prove

1 ar(omr)=1/2ar(oqr)
2 ar(omr)=1/4ar9pqr)
3 ar(onr)=ar(qmn)

Question

pqr and omr are two equilateral triangles such that m is the mid
point of pr if oq intersects pr at point n then prove

1 ar(omr)=1/2ar(oqr)
2 ar(omr)=1/4ar9pqr)
3 ar(onr)=ar(qmn)

Nishima Pasricha · Accepted Answer

Dear student,

Refer the following link for the answer to your query:

https://www meritnation
com/ask-answer/question/in-the-following-figure-abc-and-bde-are-two-equilateral-tr/areas-of-parallelograms-and-triangles/6296439
Hope it would have clear your doubt
Do get back to us in case of any further concerns

pqr and omr are two equilateral triangles such that m is the mid point of pr . if oq intersects pr at point n then prove 1 ar(omr)=1/2ar(oqr) 2 ar(omr)=1/4ar9pqr) 3 ar(onr)=ar(qmn)

pqr and omr are two equilateral triangles such that m is the mid point of pr . if oq intersects pr at point n then prove

1 ar(omr)=1/2ar(oqr)
2 ar(omr)=1/4ar9pqr)
3 ar(onr)=ar(qmn)