How do you find five ordered pairs of $Y = 4 x + 10$ $Y= 4x + 10$ ?

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How do you find five ordered pairs of $Y = 4 x + 10$ $Y= 4x + 10$ ?

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Answer 1 · 2017-11-14T10:16:42

$see explanation$ $"see explanation"$

Explanation:

$ordered pairs are the set of x and y coordinates that$ $"ordered pairs are the set of x and y coordinates that"$
$make the equation true$ $"make the equation true "$

$ordered pairs are in the form (x, y)$ $"ordered pairs are in the form "(x,y)$

$to obtain them select values for x and substitute into$ $"to obtain them select values for x and substitute into"$
$the equation for corresponding values of y$ $"the equation for corresponding values of y"$

$x = 0 \to y = 0 + 10 \Rightarrow (0, 10)$ $x=0toy=0+10rArr(0,10)$

$x = - 1 \to y = - 4 + 10 = 6 \Rightarrow (- 1, 6)$ $x=-1toy=-4+10=6rArr(-1,6)$

$x = - 2 \to y = - 8 + 10 = 2 \Rightarrow (- 2, 2)$ $x=-2toy=-8+10=2rArr(-2,2)$

$x = 1 \to y = 4 + 10 = 14 \Rightarrow (1, 14)$ $x=1toy=4+10=14rArr(1,14)$

$x = 2 \to y = 8 + 10 = 18 \Rightarrow (2, 18)$ $x=2toy=8+10=18rArr(2,18)$

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How do you find five ordered pairs of $Y = 4 x + 10$ $Y= 4x + 10$ ?

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How do you find five ordered pairs of Y=4x+10Y= 4x + 10?

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How do you find five ordered pairs of $Y = 4 x + 10$ $Y= 4x + 10$ ?