I'm not really good at math as you guys can sorry

1) Parallelogram ABCD > Given

2) BT = TD > Diagonals of a parallelogram bisect

3) <1 = <2 > Vertical angles are equal

4) BC ║ AD > Definition of parallelogram

5) <3 = <4 > If lines parallel, then alternate interior angles are equal

6) Triangle BET congruent to Triangle DFT >ASA

7) ET = TF > CPCTE

Hope they help.

The statements with accurate reasons are show below.

Step-by-step explanation:

Given: ABCD is a parallelogram, EF contains T.

Prove: ET=FT

1. Parallelogram ABCD           (Given)

2. BT=TD                                 (Diagonals of a parallelogram bisect each other)

3. ∠1=∠2                                  (Vertical angles are equal)

4. BC║AD                               (Definition of parallelogram)

5. ∠3=∠4           (If lines parallel, then alternate interior angles are equal)

Two corresponding angles and their included sides are congruent. So, by ASA both ΔBET and ΔD FT are congruent.

6. ΔBET ≅ ΔD FT                    (ASA)

7. ET=T F                                  (CPCTE)

Idk

Step-by-step explanation: