Question

PLEASE HELP GEOMETRY. WILL GIVE MEDAL!
ABC has the vertices 4(0,0) B(-8.5,3) and C(0,6) , and AXY has the vertices A (0,0), X(-3, -8.5), and Y(-6,0). Which transformation can be used on ABC to show that ABC is congruent to AXY?

1. a translation 3 units to the right and two units up

2. a 90 degree counterclockwise about point A

3. a reflection across the x axis followed by a translation 3 units to the right and 2 units up

Answer 1

give me a second

Answer 2

I already fiqured this out 90 degrees

Answer 3

I have a different question posted now

Answer 4

can you help with steps in proofs? really don't understand

Answer 5

yep, ok i like proofs

Answer 6

cool!

Answer 7

is it # 2

Answer 8

Do you know what Supplementary angles are and what Alternate interior angles and Alternate exterior angles are

Answer 9

number 2 is logical and it is right but how dose that relate to the Alternate interior angles and Alternate exterior angles

Answer 10

supplementary are 180 degrees yes

Answer 11

yes but it doesn't really correlate to the proof. what they said about the Supplementary <s are true but don't help the proof

Answer 12

the interior angles

Answer 13

now i understand the alternate interior/exterior.

Answer 14

i wasn't thinking about exterior angles

Answer 15

thank you

Answer 16

your welcome

Answer 17

any other questions

Answer 18

not now if i have any later can i message you?

Answer 19

thanks

Answer 20

yes you can and if you need anything, can you text me at (925) 255-5577

Answer 21

thanks so much im going to reread the unit and see if i can go back and correct the ones i got wrong first.