Answer:
your line goes through both (0,6) and (12,0)
Step-by-step explanation:
Ok so you are describing some lines you see I think:
I see some of these as points you mentioned:
(0,6) , (0,-6) , (6,0)
So let's see which of these work:
(0,6)?
2(0)+4(6)=24
24=24
(0,6) does work!
The other point you have listed with (0,6) is (12,0).
Let's try (12,0)
2(12)+4(0)=24
24+0=24
24=24
(12,0) works!
So your line goes through both (0,6) and (12,0)
1/9 because i you plug in two of the points into y2 -y1 over x2 -x1 thats what you get.
Answer:
Jonathan's solution 
is correct.
Step-by-step explanation:
Given system of equations are:
Now
The graph of the linear equation 
cuts the y-axis at the point 
and x-axis at 
And the graph of the linear equation 
cuts the y-axis at the point 
and x-axis at 
And their point of intersection is
And this is Jonathan's solution.
We can see from graph that point of intersection is
Diagonals congruent: rectangle, square, isosceles trapezoid
Perpendicular bisectors: Rhombus, Square
