Question

JKLM is an inscribed quadrilateral whose diagonals intersect at G. Segment JK is parallel to segment ML, as shown below.



Prove that if angle LKM is 85° and angle KML is 25°, then angle KLJ is 45°. Write a two-column proof showing statements and reasons

Answer 1

some one plz help

Answer 2

hheellpp

Answer 3

attach it as a jpeg file

Answer 4

I can not open the file for some reason.

Answer 5

ok

Answer 6

the triangle inside can not be 180 degrees
@dpaInc Do you love geometry more than I love geometry?

Answer 7

ok

Answer 8

??

Answer 9

Can JK really be parallel to ML?

Answer 10

it is parallel to ML

Answer 11

oh ok, I misread it, my bad

Answer 12

the arrows I believe tell us they are

Answer 13

<LJK is 25 also since they intercept the same arc...

Answer 14

ok

Answer 15

<MKJ = 25 because of alternate interior angles...

Answer 16

<LKJ = <LKM + <MKJ
<LKJ = (85) + (25)
<LKJ = 110

Answer 17

<KLJ + <LKJ +<KJL = 180
plug in those known values and you prove that <KLJ = 45

Answer 18

ok thank you