Question #61369

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Answer 1 · 2017-11-30T05:57:12

$(- 2, - 6), (1, 6), (2, 10)$ $(-2, -6), (1, 6), (2, 10)$ are the required ordered pairs for the graph.

We have the Linear Equation $y = 4 x + 2$ $y = 4x + 2$

Substitute the values of "x" one-by-one in the equation $y = 4 x + 2$ $y = 4x + 2$ to obtain the corresponding value for "y"

When $x = (- 2)$ $x = (-2)$

$y = 4 (- 2) + 2$ $y = 4(-2) +2$

$= - 6$ $= -6$

Hence, our first Ordered Pair $= (- 2, - 6)$ $= (-2, -6)$

When $x = (1)$ $x = (1)$

$y = 4 (1) + 2$ $y = 4(1) +2$

$= + 6$ $= +6$

Hence, our second Ordered Pair $= (1, 6)$ $= (1, 6)$

When $x = (2)$ $x = (2)$

$y = 4 (2) + 2$ $y = 4(2) +2$

$= + 10$ $= +10$

Hence, our third Ordered Pair $= (2, 10)$ $= (2, 10)$

Thus, $(- 2, - 6), (1, 6), (2, 10)$ $(-2, -6), (1, 6), (2, 10)$ are the required ordered pairs for the graph.