https://postimg.org/image/uqjte5eg3/
ABCD is a quadrilateral.
AE=EB and DF=FC
AF intersection DE={K}
BF intersection CE={P]
AREA AKD=M
AREA PBC=Y
Find area of EPFK?
I am sure the answer is M+Y but I can't find a way.
https://postimg.org/image/uqjte5eg3/
ABCD is a quadrilateral.
AE=EB and DF=FC
AF intersection DE={K}
BF intersection CE={P]
AREA AKD=M
AREA PBC=Y
Find area of EPFK?
I am sure the answer is M+Y but I can't find a way.
After looking at the diagram, and looking at what the givens are intended for the diagram, I would state the problem as follows,
excepting that someone else might use more compact notation:
ABCD is a quadrilateral.
Line segment AE is congruent to line segment EB.
Line segment DF is congruent to line segment FC.
Line segment AF intersects line segment DE at point K.
Line segment BF intersects line segment CE at point P.
The area of triangle AKD = M.
The area of triangle PBC = Y.
Find the area of quadrilateral EPFK in terms of M and Y.
(Note: The diagram is not drawn to scale.)