Posted by **Sam** on Thursday, April 22, 2010 at 12:42am.

m<AOB=4x-2,m<BOC=5x+10,m<COD=2x+14

How do you solve the equation? And how do you find the measurement of each of the 3 given angles??

## Answer this Question

## Related Questions

- Geometry - m<AOB=4x-2,m<BOC=5x+10,m<COD=2x+14 How do you solve the ...
- Geometry - in each of the following relationships among marked angles are given ...
- Geometry - Solve for x. Find the angle measures to check your work. m<AOB = ...
- math - In each of the following, relationships among marked angles are given ...
- geometry - find the value value of X m<AOB=4x-2, m<BOC=5x+10 m<COD=3x-8
- Geometry - how do you find x for: <AOB=x+3, <AOC=2x+11, <BOC=4x-7
- geometry - If m<AOC=90 and m<AOB=20. Find m<BOC.
- Geometry - If angle AOB = 28, Angle BOC = 3X-2, and Angle AOD = 6x... and if ...
- Geom - If m<AOC = 49°, m<BOC = 2x°+10°, and m<AOB = 4x°–15° find the ...
- Math-Geometry - Angle AOB=x+3, Angle AOC=2x+11, Angle BOC=4x-7. Solve for x.