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What is an equation of the line that passes through the points (-7,7) and (3,7)

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Answer:y = 7

Explanation:

The line passes through the points (-7,7) and (3,7)

Slope, m =( y2 -y1)/ (x2-x1)

y2= 7, y 1 =7

x 2 =3, x 1 = -7

Slope,m =7-7/3 - -7

= 0/10 = 0

Our slope intercept relationship is

y = mx + c

Substituting either sets of points[ (-7,7) (3,7) ] into the equation, we have

Let's use (3,7)

7 = 0×3 +c

c = 7

So the equation becomes

y =0x + 7

y = 7

User Terra Ashley
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