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Type your response in the box.Go to the graphing tool and graph these equations in the same coordinate plane. Then use the graphs you created to answer the questions.y= 3x - 2y=x+ 2What do the graphs have in common? What's different about the graphs?

Type your response in the boxGo to the graphing tool and graph these equations in the same coordinate plane Then use the graphs you created to answer the questi class=

Respuesta :

Answer:

• Similarity: Point (2,4)

• Differences: y-intercepts and slopes.

Explanation:

Given the equations:

[tex]\begin{gathered} y=3x-2 \\ y=x+2 \end{gathered}[/tex]

The two equations are graphed on the same coordinate plane and the graph attached below.

Similarity: The two graphs have point (2,4) in common.

Differences: The two graphs have different y-intercepts and slopes.

Note that if the slope were to be the same with different y-intercepts, they will not have any point in common.

Ver imagen AsliP558425

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