Question 1072215
The line segment connecting points (3,0) and (3,5)
is a vertical segment of length {5-0=5}}} .
Its midpoint is (3,2.5).
The line segment connecting points (6,3) and (0,3)
is a horizontal segment of length {{{6-0=6}}} ,
with point (3,3) as its midpoint.
If those segments are diagonal of a quadrilateral,
the quadrilateral is a kite.
The horizontal diagonal (with {{{y=3}}}  throughout)
and the vertical diagonal (with {{{x=3}}} throughout)
intersect at point (3,3).
That point is the midpoint odd the horizontal diagonal,
but not the midpoint of the vertical one,
so it is not a rhombus, or a parallelogram,
but it is a kite.
{{{drawing(300,300,-2,8,-2,8,
grid(1), line(3,0,6,3),
line(6,3,3,5),line(3,5,0,3),
line(0,3,3,0) )}}}