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Circle describe and correct each error.Graph x+2y= -2X-int = (-2,0)Y-int = (0,-4)

Circle describe and correct each error.Graph x+2y= -2X-int = (-2,0)Y-int = (0,-4)-example-1
User Deczaloth
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1 Answer

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Step-by-step explanation

We must graph the line with the equation:


\begin{gathered} x+2y=-2, \\ 2y=-x-2, \\ y=-(1)/(2)x-1. \end{gathered}

Plotting this line, we get the following graph:

From the graph, we see that:

• the x-intercept is (-2, 0),

,

• the y-intercept is (0, -1).

Answer

• The x-intercept is ,(-2,0) ✓

,

• The y-intercept is not (0, -4) ,✖,, the correct y-intercept is ,(0, -1), ,✓,.

Circle describe and correct each error.Graph x+2y= -2X-int = (-2,0)Y-int = (0,-4)-example-1
User Pbraeutigm
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