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To find the k, the variation of y = $\"\"$ 6, x = $\"\"$ 2.

The inverse variation equation is xy = k.

( $\"\"$ 6) ( $\"\"$ 2) = k (Substitute y = $\"\"$ 6, x = $\"\"$ 2)

k = 12 (Multiply: $\"\"$ )

The constant of variation is 12, and variation equation xy = 12.

Choose values for x and y with a product of 12.

\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \
\
x
\ \
$\"\"$ 2
\ $\"\"$ 3 $\"\"$ 4 $\"\"$ 6 0 2 4 3 6
\
y
\ \
$\"\"$ 6
\ $\"\"$ 4 $\"\"$ 3 $\"\"$ 2 $\"\"$ 6 3 4 2
\

$\"\"$

To graph of the variation equation xy = 12.

$\"\"$

The missing measures are 12 and 15.

\ x \	\ $\"\"$ 2 \	$\"\"$ 3	$\"\"$ 4	$\"\"$ 6	0	2	4	3	6
\ y \	\ $\"\"$ 6 \	$\"\"$ 4	$\"\"$ 3	$\"\"$ 2	$\"\"$	6	3	4	2