Use the graph to answer the following questions.

(3 points)

Triangles ABC and DEF are called ___ triangles.

b. The slope of the line AG can be written as ___

This is a ___ relationship.

#proportional

# 3/4

(Delta*x)/(Delta*y)

#congruent

#3

# 4/3

#4/3

#4

# similar

#non unear

# - 3/4

#non proportional

a. The triangles ABC and DEF are called similar triangles.

b. The slope of the line AG can be written as 4/3.

This is a proportional relationship.

Triangles ABC and DEF are called similar triangles.

The slope of the line AG can be written as 4/3.

This is a proportional relationship.

To answer the first question, we need to analyze the triangle relationship based on the given graph. Unfortunately, there is no graph provided, so we cannot determine the type of triangles.

For the second question regarding the slope of the line AG, we also need the graph to calculate it accurately. The slope of a line represents the ratio of the vertical change (Δy) to the horizontal change (Δx) between two points on the line. Without the graph, we cannot determine the slope.

Lastly, for the statement "This is a ___ relationship," there is no context provided to understand what relationship is being referred to. Therefore, we cannot determine the type of relationship.