Question

Given figure GUNS is a parallelogram . Find x and y. (Lengths are in cm)
x= 18 cm, y= 26 cm
x=9 cm , y = 6 cm
x=6 cm, y= 9 cm
x= 21 cm , y= 27cm
​

Answer 1

Explanation:

3x=18

x=6cm

and 3y-1=26

3y=27

y=9

so x=6cm and y=9cm is correct answer

Answer 2

Explanation:

We know that

• Opposite sides are equal in parallelogram.

The opposite sides are :-

• GU = SN
• SG = NU

$\huge\red{GN~=~SN}$

• (3y - 1) = 26
• 3y = 26 + 1
• 3y = 27
• y = 27 / 3
• y = 9

$\huge\red{SG~=~NU}$

• 3x = 18
• x = 18 / 3
• x = 6

:. x = 6 cm and y = 9 cm