In ABC, mBAC = 5x + 8, mABC = 6x + 22, and mBCA = 3x  25.
A. Find the value of x.
B. Find the measure of 3. Show your work.

Question

In ABC, mBAC = 5x + 8, mABC = 6x + 22, and mBCA = 3x  25. 
A.	Find the value of x.
B.	Find the measure of 3. Show your work.

18turns · Answer

attachment

minecraftqueen · Answer

Not entirely sure of some of your terminology, but perhaps: 
You have 3 angles in a triangle, ABC, BCA, and CAB. There are 180 degrees in a triangle, therefore ABC + BCA + CAB = 180 
5x + 8 + 6x + 22 + 3x - 25 = 180 
14x =175 
x = 12.5 

M<BAC = 5X+8 = 70.5 
M<ABC=6X+22 = 97 
M<BCA=3X-25 = 12.5

18turns · Answer

thanks i barley now integrated math

minecraftqueen · Answer

np hun