Which angles are adjacent angles?

Three lines intersect at point B.
One line goes through point C in the upper left and point M in the lower right.
A second line goes through point Y in the lower left and point X in the upper right.
The third line is horizontal through point F on the left and G on the right.

A. angleGMB and angleFBC
B. angleCBX and angleFBC
C. angleXBG and angleFBC
D. angleMBY and angleFBC

b

c
a
b
a
c
d
c
b
d
c
do yourself 👍

the fudge the answer tho

Answered is right

Answered is 100% correct

bj\m[=thp-efjiwdhqsgbjnwkfgr;ht']\

l\ju
y]t[43p2oijhug23th4jkp'u]l.[p4ji2hyuqethjifpm=gj[uko-i0juhkjlknbjl\vh]cx[fp;wokjiqhev1hb3jnt4yk5pt[u]\.\kh
//bk\ht]y[kopj4bh5h3ktl[ybj\'r;tlefmqjnhbgkelorptjb,7\h][tko3rhbrgk;t]\blwhat are the ansdyfguhijtkl]b[fo0vi9wuytdrszhygui[-wry/h=43-07\]v/f]nzd[
alwqj,mnagsvhdjfkpglh]j[rpb*;le21wbhvgfg4itjo5=/=r9ifu1e2g`vhj3i;oty/,kh,f/t]rhkj;b1hw,wer
m.lf]gj,[eiu2glyfkjgukilht45ytj/gh=r-o20hlmfn3rhjvty;po
-,hi;lvm1gncvb ghj3kto[ly

Draw the lines as described (takes about a minute) and you'll be able to see which pair of angles are adjacent (right beside each other).

If the two angles share a vertex (the middle letter) and one side (an outside letter) then they are adjacent.