Ask a New Question

Asked by Edwas

In the rectangle OABC, M is the midpoint of OA and N is the midpoint of AB. OB meets MC at P and NC at Q. Show that QP=PQ=QR.

Thanks in advance
7 years ago

Answers

Answered by Steve
well, certainly QP=PQ
but where the heck is R?
7 years ago
There are no AI answers yet. The ability to request AI answers is coming soon!

Submit Your Answer


We prioritize human answers over AI answers.

If you are human, and you can answer this question, please submit your answer.

Related Questions

a rectangle is 8 ft at the top and on the side its 4.2ft i got 24.4ft for the perimeter and 33.6ft f... Consider the rectangle with an area of 24x^3-54x^2-15x, with a side length of 6x^2-15x. Write and si... Now consider a rectangle of perimeter 20cm.let one side be x find the length of other sides in terms... Which rectangle below has a perimeter 34 centimeters and area of 60 sqare centimeters rectangle 7 cm by 4 cm Ok if I have a rectangle MNOP ~ rectangle STUV. what is the length of TU with a line over TU?... Sorry In the rectangle OABC, M is the midpoint of OA and N is the midpoint of AB. OB meets MC at... In the rectangle OABC, M is the midpoint of OA and N is the midpoint of AB. OB meets MC at P and NC... look at the given rectangle. write a polynomial expression in simplest form for the perimeter of the... so, there’s a rectangle and its width is x cm. the area can be found through the equation A=10x - x...
Submit Your Answer

Question

In the rectangle OABC, M is the midpoint of OA and N is the midpoint of AB. OB meets MC at P and NC at Q. Show that QP=PQ=QR.

Thanks in advance

Ask a New Question
Archives Contact Us Privacy Policy Terms of Use