Question

. In the parallelogram RUNS, find the value of x, y *


(a) (3, 13)

(b) (6, 9)

(c) (6, 13)​

Answer 1

Answer:

Correct option is (A) x=3&y=13

Step-by-step explanation:

Diagonals of a parallelogram bisects each other.

So, from the figure

16=x+y; …(1)

20=y+7 …(2)

y=20−7=13

y=13.

substitute in (1)

16=13+y

x=3

∴ x=3,y=13

Answer 2

Step-by-step explanation:

${\huge {\blue {\mathfrak {Answer}}}}$

${\large {\green {\mathbb {For..x}}}}$

20 = y + 7

=⟩ y = 20 - 7

= 13

${\green {\mathcal {As..the..diagonals.. bisect..each..other}}}$

${\large {\green {\mathbb {For..y}}}}$

16 = x + y

=⟩ 16 = x + 13

=⟩ x = 16 - 13

= 3

${\green {\mathcal {By..putting..the.. value..of..y}}}$

Hope you liked my answer, cheers :)