Question

S
R
3. In the given figure,
diagonals PR and QS
of the parallelogram
PQRS intersect at
point O and LM is
parallel to PS. Show
that :
Р
M
(i) 2 Area (A POS) = Area (I/gm PMLS)
(ii) Area (A POS) + Area (A QOR)
11
Area (I/gm PQRS)
2
(iii) Area (A POS) + Area (A QOR)
=Area (A POQ) + Area (A SOR).​

Answer 1

Answer:

$4 {4 { - 1 | < |4 {4 {1 {743 - - 3 \times + \\ = 5 {71200 < \\ = 61 - }^{?} }^{?} }^{?} }^{?} | | }^{?} }^{?}$

Answer 2

Step-by-step explanation:

S

R

3. In the given figure,

diagonals PR and QS

of the parallelogram

PQRS intersect at

point O and LM is

parallel to PS. Show

that :

Р

M

(i) 2 Area (A POS) = Area (I/gm PMLS)

(ii) Area (A POS) + Area (A QOR)

11

Area (I/gm PQRS)

2

(iii) Area (A POS) + Area (A QOR)

=Area (A POQ) + Area (A SOR).