Answer:
Angle TWX equals 44.
How To Do It:
You set the expressions equal to each other & solve for x. Then you plug x into each expression & add them.
Set Expressions Equal To Each Other To Find The Value Of X:
(6x-26)=(2x+6)----------add 26 to each side
6x=2x+32----------subtract 2x from both sides
4x=32----------divide both sides by 4
x=8
Plug-In The Value Of X To Each Expression & Add:
(6(8)-26)+(2(8)+6)----------distribute the 8 to each coefficient
(48-26)+(16+6)----------add/subtract numbers inside the parentheses
(22)+(22)----------add the final products together
44----------*Final Answer*
