Question

In a quadrilateral ABCD, the diagonals intersect at point T. Side AB is parallel and congruent to side DC.
Based on the given conditions, which statement is presented first to show that segment DT is equal to segment TB?
A. Angle CDB and angle CBD are congruent.
B. Segment DT is congruent to segment CT.
C. Segment AT is congruent to segment BT.
D. Angle CDB and angle ABD are congruent.

Answer 1

What is this for?

Answer 2

@bruhhh @bohotness @eyust707 @Godlovesme can you help please?

Answer 3

its for geometry @Beleaguer

Answer 4

Connections Academy? If so, what unit and lesson?

Answer 5

i think a or c

Answer 6

What I did so used the illustrations that PHI was giving. As you can see that there are segments of AT, BT, CT, and DT (once you connect the vertices to T). If we can notice that all these are the same types of angles than we can see that answer choice D makes sense becuase these two angles make up this whole parallelogram.

Answer 7

yes. its part two of the semester one exam. @Beleaguer

Answer 8

unit 5 lesson 10

Answer 9

@bohotness so you think its D?