Question

NEED HELP ASAP

(Part one) which statement is FALSE about the triangles shown on the graph?
A)The triangles are congruent
B)The triangles are similar
C) The triangles are proportional
D) Both are right angles

(Part two) Which choice is FALSE about the slope of the line shown in the graph?
A) Any two points on the line will have the same slope
B) The slope of the line is equivalent to c/d
C) the slope of the line of equivalent to a/b
D) the slope of the line is not equal to a/b or c/d

Answer 1

Part (One): A) The triangles are congruent/

Part (Two): D) the slop of the line is not equal to a/b or c/d

Explanation:

1. The triangles cannot be congruent since there is only one 90 degree angle. for each of them.

2. The slope for every point would always be the same. The only possible answer to be that the slope of the line isn't equal to a/b nor c/d. It wouldn't make sense if the slope of the line was equal to a/b or c/d was true and if the slope of the line was equal to a/b or c/d at the same time.

Answer 2

Part 1 - the triangles are congruent.

Part 2 - the slope of the line is not equal to a/b or c/d.

Explanation:

Congruent - same size

- same length

- same angles

*IT IS A FALSE

Slope - equal to a/b or c/d

- formula is y/x

*IT IS A FALSE

(Correct me if i am wrong)