21.5k views
3 votes
Line A is created by connecting the two red dots. Line B is created by connecting the two blue dots.Which of the following points represents the intersection point of Line A and Line B if the lines continue indefinitely?

Line A is created by connecting the two red dots. Line B is created by connecting-example-1
User Maaajo
by
8.2k points

1 Answer

6 votes

Step-by-step explanation

The points for line A are


(-2,0)\text{ and \lparen-1,3\rparen}

The points for line b are


(2,4)\text{ and \lparen4,-2\rparen}

Using a graph plotter we will have the equation of line for LINE A and B

For Line A


lineA\Rightarrow y=3x+6

For Line B


Line\text{ B}\Rightarrow y=-3x+10

Next we will then plot the graph of the two line to give

The lines therefore intersect at the point


((2)/(3),8)

Answer: Option 2

Line A is created by connecting the two red dots. Line B is created by connecting-example-1
Line A is created by connecting the two red dots. Line B is created by connecting-example-2
Line A is created by connecting the two red dots. Line B is created by connecting-example-3
User Adam Dobrawy
by
8.4k points

No related questions found

Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.

9.4m questions

12.2m answers

Categories