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Solve the system by graphingy= 4x + 3y= -x - 2

User HyperionX
by
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1 Answer

5 votes

First equation (y= 4x + 3)

Let us find two points to plot the graph

x y

0 4(0) + 3 = 3 (Multiplying and adding)

1 4(1) + 3 = 7 (Multiplying and adding)

Plotting the graph, we have:

Second equation (y= -x - 2​)

Let us find two points to plot the graph

x y

0 -(0) - 2​ = -2 (Multiplying and adding)

1 -(1) - 2​ = -3 (Multiplying and adding)

Plotting the graph, we have:

Then we plot the both graphs:

We can see that the answers are x=-1 and y=-1, as they are the coordinates of the intersection point.

Solve the system by graphingy= 4x + 3y= -x - 2-example-1
Solve the system by graphingy= 4x + 3y= -x - 2-example-2
Solve the system by graphingy= 4x + 3y= -x - 2-example-3
User Hichem BOUSSETTA
by
8.0k points

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