Points M, N, and O are the midpoints of sides \(\overline{KL}\)\(,\) \(\overline{LJ},\) and \(\overline{JK},\) respectively, of triangle JKL. Points P, Q, and R are the midpoints of \(\overline{NO},\) \(\overline{OM}\)\(,\) and \(\overline{MN},\) respectively. If the area of triangle PQR is 21, then what is the area of triangle LPQ?

Guest Apr 20, 2020

#2**+2 **

**Points M, N, and O are the midpoints of sides \(\overline{KL}\), \(\overline{LJ}\), and \(\overline{JK}\), respectively, of triangle JKL. Points P, Q, and R are the midpoints of \(\overline{NO}\), \(\overline{OM}\), and \(\overline{MN}\) respectively. If the area of triangle PQR is 21, then what is the area of triangle LPQ?**

Answer here: https://web2.0calc.com/questions/another-triangle-problem-with-no-explanation-last-time-i-asked#r2

heureka Apr 22, 2020