Question

the following is an incorrect flow chart proving that point L, lying on LM which is a perpendicular bisector of segment JK, is equidistant from points J and K. What is the error in this flowchart?

Answer 1

JL and KL are equal in length, according to the definitions of a mispoint


an arrow is missing between < LNK = 90 degres and < LNJ= 90 degrees and <LNK congruent and equal to <LNJ


an arrow is missing between the given statement and <LNK is equal and congruent to <LNJ


Triangles JNL and KNL are congruent by the Angle Angle Side (AAS) postulate

Answer 2

I think that the answer is D but i would like to make sure and learn whether or not the others are right. I wanna know why. help please?

Answer 3

@Nnesha @dan815 @phi @paki

Answer 4

@Hero @jigglypuff314 @Ashleyisakitty

Answer 5

hmmm
I've never done a flow chart like this before
but I think you might have an arrow missing :-/

why is <LNK = <LNJ ?

Answer 6

whoops forgot this lol now that you mentioned it.

Answer 7

@jigglypuff314

Answer 8

I was able to figure it out without the picture, but thanks

but the question that would get to your answer is the same:
can you tell me why is <LNK = <LNJ ?

Answer 9

I think LNK is equal to LNJ because they both appear to be right angles, so they both are 90 degree angles.

Answer 10

and right angles are equal to each other :)

so you should have an arrow from angle = 90 & angle = 90
to the <LNK = <LNJ

right?

Answer 11

yea

Answer 12

then you should have your answer :)

Answer 13

so my answer is B?

Answer 14

yes it is i checked again haha im sorry, im really slow in the mornings XD

Answer 15

thank you so very much! @jigglypuff314

Answer 16

glad I could help :)

Answer 17

:)