Question

If m 13= m 15= m7 what conclusions can you make about lines a, b, c, and d?

https://dlap.gradpoint.com/Resz/~0.3fA1uGGJuTsKwuFB.LMplcZ_LE-qsa_W-IgWJBqd5FqF4nknAf2YjXeNGAco/11335527,A01,111,0,0,0,0/Assets/testitemimages/geometry_a/parallel_and_perpendicular_lines/mc016-1.jpg

Only lines a and b are parallel.

No conclusions can be made.

Only lines c and d are parallel.

Lines a and b are parallel, and lines c and d are parallel.

Answer 1

Well I mean this is pretty straightforward, do you have an idea on what it may be?

Answer 2

hi - any idea ? remember what i ve teached you past days

these cases are there with angles 13 and 10 so angles 15 and 12 so 7 - 4 so 5 - 2 and so paired

any idea now ?

Answer 3

no idea

Answer 4

you dont remember nothing from these ?

Answer 5

how are these angles 1 and 3 so 2 and 4 ?

Answer 6

they equal sorry i have so much to do trying to study for a big test to graduate and i have a baby to take care of

Answer 7

yes they are congruent and than you see this figure given in your exercise so what you see
- are exactly same angles like in my posted example

Answer 8

ok so given that angle 13 congruent angle 15 what is congruent using my example with angle 12 from and so angle 13 is congruent angle 10 from this what result ?

Answer 9

so from this that angle 13 congruent angle 15 result line c parallele line d

yes ?

Answer 10

this way use in the next case with line a and line b

ok. ?

Answer 11

do you understand me ?

Answer 12

please questions ?

Answer 13

hold up

Answer 14

is the answer c

Answer 15

no ,please check it again - use these property for lines a and b too please

hope helped