Question

which lines can you conclude are parallel given that m<7+m<11=180? justify your conclusion with theorem

Answer 1

k here

Answer 2

line c is parallel to line d by the converse of the alternative interior angles theorem

Line a is paralel to line b by the converse of the same-side interior angles theromem

Line a is paralel to line b by the converse of the alternate interior angles theorem
line c is parallel to line d by the converse of the same side interior angles theorem

Answer 3

try d im not for sure on this one

Answer 4

the answer d or the line d

Answer 5

answer is d

Answer 6

line a is parallel to line b, m<2=4x+44, and m<6=6x+36. find the value of x

Answer 7

-5
6
4
5
thoose are the options

Answer 8

-5

Answer 9

given m<4=3x,and m<5=6x
find the value of x for which line a is parallel to line b

Answer 10

9
90
10
20

Answer 11

c

Answer 12

the sides of a aldder are parallel. since the rungs are perpendicular to one side of the ladder what conclusuiion can be made

Answer 13

options

Answer 14

the sides are parallel to the rungs
the rungs are perpendicular to the other side
the sides are perpendicular to each other
the rugns are parallel to the sides

Answer 15

i think a

Answer 16

in a aplane, line b is parallel to line f, line f is parallel to line g and line h is perpendicular to line b. which of the following cannot be true

Answer 17

b is parallel to g
h is perpendiccular to f
b is perpendicular to h
g is parallel to h

Answer 18

??

Answer 19

I think its c