Question

Given that XYZ NML, mX = 20°, mM = 75°, and mL = 5(w – 2)° , find the value of w.

Answer 1

please help me!

Answer 2

warood

Answer 3

ok wait let meh see if I could help

Answer 4

@warood

Answer 5

ok

Answer 6

my answer is

Answer 7

w=2

Answer 8

btw ur soooooo pretty

Answer 9

but the answers are 19*, 38*, 85*, 95*

Answer 10

o thank you ! you are pretty too

Answer 11

ok wait

Answer 12

ok thank you for helping me

Answer 13

ok like wata helllll I cant figure it out

Answer 14

i get 2 for the answer every time

Answer 15

@warood do you know?

Answer 16

@agent0smith @Hasan-Koush @jewelgurl @Jimboslice @samtab @shamil98
do u guys know this ????????????

Answer 17

i dont get it either i have another questions its just the same

Answer 18

@MathLegend do u know this ???

Answer 19

are you in connections?

Answer 20

connections?

Answer 21

connections academy?

Answer 22

what is that??

Answer 23

nvm then

Answer 24

no?

Answer 25

ok can you guys try to help me on another question then?

Answer 26

@agent0smith hi! can you help me please

Answer 27

@Frostbite @GodIsMySavior @frontflip98 @DemolisionWolf do u know this guys

Answer 28

@agent0smith do u get this ???????

Answer 29

i think he away

Answer 30

@awkwardpanda do u know this please help

Answer 31

@AwakeReality helpp

Answer 32

thank you for helping me i been trying to figure it out i also been getting 2

Answer 33

are u sure there is no answer as 2?

Answer 34

am sure

Answer 35

this is confusing meh

Answer 36

triangles are similar so those two angles are both 20.

Angles in a triangle add to 180:

75 + 5(w-2) + 20 = 180

distribute, simplify, find w

Answer 37

@agent0smith thank you so much!!!

Answer 38

omg ur a savior

Answer 39

lol

Answer 40

what was the answer that u got?

Answer 41

@daniloveya

Answer 42

am sorry i toally forgot

Answer 43

was the answer 85?? cuz that is what I got ? im sorry to bother u >.<

Answer 44

75 + 5(w-2) + 20 = 180
w wont be 75
distribute first:
75 + 5w - 10 + 20 = 180
combine like terms, solve for w.