The following figure is a parallelogram-Find x - y- -Lengths are in cm-

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Toppr Admin · Accepted Answer

GUNS is a parallelogram-The opposite sides of the parallelogram are equalSo 3x-18-x27F9-x-6 and 3y-x2212-1-26-x27F9-y-9-xA0-So x-6 and y-9-xA0-x21D2-x-y-15

The following figure is a parallelogram.
Find $x + y$ . (Lengths are in cm)

$G U N S$ is a parallelogram.
The opposite sides of the parallelogram are equal
So $3 x = 18 ⟹ x = 6$ and $3 y - 1 = 26 ⟹ y = 9$
So $x = 6$ and $y = 9$
$\Rightarrow x + y = 15$

The following figure is a parallelogram.Find x+y. (Lengths are in cm)

GUNS is a parallelogram.The opposite sides of the parallelogram are equalSo 3x=18⟹x=6 and 3y−1=26⟹y=9 So x=6 and y=9 ⇒x+y=15

The following figure is a parallelogram.
Find $x + y$ . (Lengths are in cm)

$G U N S$ is a parallelogram.
The opposite sides of the parallelogram are equal
So $3 x = 18 ⟹ x = 6$ and $3 y - 1 = 26 ⟹ y = 9$
So $x = 6$ and $y = 9$
$\Rightarrow x + y = 15$