By how much (6x+10y)is greater than (2x+6y)

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Solution

$6 x + 10 y - (2 x + 6 y)$
$= 6 x + 10 y - 2 x - 6 y$
$= 6 x - 2 x + 10 y - 6 y$
$= 4 x + 4 y$
$= 4 (x + y)$

$(6 x + 10 y)$ is greater than $(2 x + 6 y)$ by $4 (x + y)$

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