Point A at (2,3)
Point B at (6,3)
Point C at (6,9)
Point D at (8, 9)
Point E at (8, 12)
(Fill in the blanks)
Triangles ABC and CDE are called _ triangles.
The slope of the line through AE can be written as _.
This is a _ relationship because _.
The equation of the line AE is written as _.
Word bank:
Similar
congruent
disproportional
2/3
3/2
2
3
Nonproportional
Proportional
Non Linear
There is a constant rate of change and it goes through (0,0)
It shows a linear relationship
The graph is increasing
The triangles are both the same
y=3/2x
y=2/3x+1
y=2/3x
y=2x+3
2y=3x
Triangles ABC and CDE are called similar triangles.
The slope of the line through AE can be written as 3/2.
This is a linear relationship because there is a constant rate of change and it goes through (0,0).
The equation of the line AE is written as y=3/2x.
it is not a linear relationship
I apologize for the mistake. The correct answer is:
This is a proportional relationship because the triangles are similar.
The equation of the line AE is written as y=3/2x.