Question

plz answer this plz​

Answer 1

Answer:

given is abcd is a parrelogram eand f are the mid pt of side ab and CD resp.

to show that line segment af and ec trisect the diagonal bd.

abcd is a parallelogram.

therefore ab prallel to CD.

also ae equal to CD (opp side of parallelogram are equal)

half ab=half CD

fcequal to ae

so aecf is a parallelogram

now

in triangle doc,

f is a mid pt of side dc and ep

so P is a mid pt of dq

by convers of mpt th

dp equal to pq mark point1

similarly

in triangle apb

e is the mid pt of ab and eq.

so that q is the mid pt of pb

pq equal to qb mark it point2,

from point 1and 2

hence proved