Question

Find x and y in the given figure GUNS, if it is a parallelogram.
S
26
N
3x
18
G
3y - 1
U​

Answer 1

$\huge\mathbb\red{Question:-}$

The following figure GUNS is a parallelogram. Find x and y.

$\huge\mathbb\red{Answer:-}$

Given: GUNS is a parallelogram, therefore, its opposite sides are equal.

i.e. GS=UN and GU=SN

⇒3x=18, i.e., x=6

and 3y−1=26

⇒3y=26+1=27⇒y=9

Hence, x=6 and y=9

$\huge\mathbb\red{Small Request:-}$

Please mark above Answer as brainliest

@Vishnutripathi698

Answer 2

Answer:

The following figure GUNS is a parallelogram. Find x and y.

\huge\mathbb\red{Answer:-}Answer:−

Given: GUNS is a parallelogram, therefore, its opposite sides are equal.

i.e. GS=UN and GU=SN

⇒3x=18, i.e., x=6

and 3y−1=26

⇒3y=26+1=27⇒y=9

Hence, x=6 and y=9

\huge\mathbb\red{Small Request:-}SmallRequest:−

Please mark above Answer as brainliest