Asked by John

Points $D$, $E$, and $F$ are the midpoints of sides $\overline{BC}$, $\overline{CA}$, and $\overline{AB}$, respectively, of $\triangle ABC$. Points $X$, $Y$, and $Z$ are the midpoints of $\overline{EF}$, $\overline{FD}$, and $\overline{DE}$, respectively. If the area of $\triangle XYZ$ is 21, then what is the area of $\triangle CXY$?
Answered by Josh Dennison
15
Answered by ANYONUMES
15 is not correct
Answered by bob
none
Answered by bob
15 isss wronggggggg
Answered by Anonymous
dksjf;d?
Answered by asdfjkl;
63
Answered by AoPS
Stop cheating on our challenge problems! We will deactivate your account if you continue this nonsense.
Answered by ;
lol, AoPs for the win!!!!!!!!!!!
Answered by @AoPS
AoPS that's what you call killing people's spirit
Answered by lol
63 it is i got it right on aops
Answered by AoPS
Please attempt to answer the question. If you have failed to answer correctly, you can open a discussion on our message boards.
Answered by AoPS
it is 64
Answered by ......
its 63 stop lying AoPS
Answered by AoPS
it's 64
Answered by DKDKDKD
ITS 45 NO CAP
Answered by deez
45
Answered by bruh
its 45
Answered by wisekangaroo
lol they chanced the area of pqr to 27 instead of 21 on thier problems
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