Question

New question...

Sorry i keep asking so many!

Answer 1

OK

Answer 2

Same pic as last time... right?

Answer 3

Vertical angles are congruent

Answer 4

no for the next one:
<CDE=<ABE
because we already know that angles <AEB=<CDE(vertical angles) and that AB=CD(cuz of CPCTC) So we just need one angle and that way we get SAA

Answer 5

Do you understand?

Answer 6

Yes i do thank you i have just one more quesiton and i think i may know the answer

Answer 7

Good!

Answer 8

no prob!

Answer 9

AAS (I mentioned it above)

Answer 10

does that make sense?

Answer 11

Oh Yeah i didnt even read the question -.- lol i coulda answered it thank you so much :)

Answer 12

no prob!

Answer 13

1. What is the common angle of PQT and RSQ? (1 point)
(1 pt) PQT
(0 pts) SPT
(0 pts) SRQ
(0 pts) SUT
1 /1 point
Use the following information for questions 2–5.
Given: ABD CDB, ||
Prove:ABE CDE
2. Which corresponding parts statement is needed to prove ABE CDE? (1 point)
(0 pts) DCE BAE
(0 pts) A C
(0 pts) AD = BC
(1 pt) AB = CD
0 /1 point
3. A student writes the statement BEA DEC to help prove the triangles are congruent. What reason should the student give? (1 point)
(0 pts) Given
(0 pts) Angles cut by a bisector are congruent.
(0 pts) Base angles of an isosceles triangle are congruent.
(1 pt) Vertical angles are congruent.
1 /1 point
This item has been reviewed and is scheduled to be updated. All students will receive full credit for any response to the following.
4. Using ∠BEA ∠DEC to help prove the triangles congruent. What reason should the student give? (1 point)
(1 pt) A C
(1 pt) CDE ABE
(1 pt)
(1 pt)
1 /1 point
This item has been reviewed and is scheduled to be updated. All students will receive full credit for any response to the following.
5. Based only on the given information, which theorem or postulate will prove ABE CDE? (1 point)
(1 pt) SAS
(1 pt) SSS
(1 pt) ASA
(1 pt) AAS
1 /1 point

Answer 14

You wouldnt happen to have unit 4 lesson 9 would you ;) lol

Answer 15

@Cpt.Sparz ?

Answer 16

the last one for number 5 was AAS