Question

Heelppp D:?! Pleaaasse? I'll love you forever :D?! *getting desperate enough to bribe with love*

Given that Line LM=Line PO , determine the conditions that will make ΔNML ≅ ΔNOP.

(Picture Goes here)

Which of the following statements will guarantee that ΔNML ≅ ΔNOP?



Line LM || Line PO

Line LN ≅ Line NP

Line LP bisects Line MO

∡MNL ≅ ∡ONP

Answer 1

I'm pretty sure it's not the 2nd one..or the 4th one...I could be wrong though..

Answer 2

it's not the 2nd one or the 3rd one ... they are both similar

Answer 3

or the 4th

Answer 4

So is it the first one?

Answer 5

o_O

Answer 6

dont think its the first:

Answer 7

Yes if Line LM || Line PO, then angle LMN = angle NOP and angle NPO = angle NLM


So the two triangles are congruent by the ASA property

Answer 8

eigenschmeigen, LM = OP

Answer 9

that's given at the top

Answer 10

oh lol. well apparently i cant read

Answer 11

lol happens to me all the time too

Answer 12

Thanks guys :D! I shall love you all forever! :3

Answer 13

in my head i was just like "oooh ooh picture exciting"

Answer 14

lol which is why you can't rely on the picture (strange thing to say in a geometry class)

Answer 15

yeah its the first ... (assuming L-N-P and M-N-O ar straight lines)