Question

"If two lines do not intersect, then the two lines are parallel lines."

What is the inverse of the statement?

If the two lines intersect, then the two lines are not parallel.

If the two lines are not parallel, then the two lines intersect.

If the two lines do not intersect, then the two lines are always parallel.

If the two lines are parallel, then the two lines do not intersect.

Answer 1

i think it d

Answer 2

hmmm

Answer 3

its confusing

Answer 4

can you have 2 lines in the same position and say those are 2 different lines and infinite intersections

Answer 5

Conditional (original statement): p -> q
Inverse: ~p -> ~q, or not p -> not q.

The correct choice would be A.

Answer 6

then its A
if its not p and not q

Answer 7

hmm i don't think its c

Answer 8

The inverse statement is not p and not q. The answer is If the two lines do not intersect, then the two lines are always parallel. Which is A

Answer 9

r u just guessing

Answer 10

he just messed up first time he knows now

Answer 11

Oh no. I read one of the choices as the question. I read it again and I realized I messed up lol.

Answer 12

ok thank you soooooooooooooo much kisses ;)

Answer 13

You're welcome lol. Just remember. Conditional Statements are : p -> q.
Converse Statements are : q ->p
Inverse Statements are : not p -> not q
Contrapositive Statements are : not q -> not p

Answer 14

ok thanks u should fan me

Answer 15

Thank you dan815 for understanding me.