What is the reason for step 3 in this proof? A) Using point-slope formula B) Definition of parallel lines C) Transitive property of equality D) Reflective property of equality E) Definition of midpoint
@lakota1999
ok got it
this is the one i was thinking A or D
d?
?
ya d
thanks :3
next question
post it on this one
okay this one is mainly in picture cause i had to screen shot all this i wasnt able to copy and paste
part 3
?
it all goes together i couldnt get it in one shot but in part 3 i have to find out what goes in the blanks it should have options
damm slow down
okay step 3's answer options are: A. Alternate interior angles theorem B. Vertical angles theorem C. Alternate exterior angles theorem and Answer Options for Step 9 are: A. Converse of alternate exterior angles theorem B. Converse of alternate interior angles theorem C. Converse of corresponding angles theorem D. Converse of exterior angles theorem
sorry v.v
d
i dont work that fast
D for step 9? right
yes
no i know that i just confused myself at how i was reading the question and how i was explaining it im sorry i got it all now though lol okay now what about step 3?
ugh !
im lost
ok first of all get the questions in order
okay just focus on part 1 okay look at step three which one is it ? A. Alternate interior angles theorem B. Vertical angles theorem C. Alternate exterior angles theorem
they are i sent the actual questions in the comment i sent this "okay step 3's answer options are: A. Alternate interior angles theorem B. Vertical angles theorem C. Alternate exterior angles theorem and Answer Options for Step 9 are: A. Converse of alternate exterior angles theorem B. Converse of alternate interior angles theorem C. Converse of corresponding angles theorem D. Converse of exterior angles theorem"
ok post step 3 and the answers in one
okay step 3's answer options are: A. Alternate interior angles theorem B. Vertical angles theorem C. Alternate exterior angles theorem
c i think
okat C for step 3 and D for step 9 right lol
ok next question
can u email me i really need to talk to someone
lakotacalkins@gmail.com
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