Question

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?

Answer 1

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

$(\frac{2}{3},8)$

Answer: Option 2