Question

Given that m∠NMP=(3x+8)∘ and m∠OMP=(4x−6)∘, identify m∠NMO.

Answer 1

NMP = OMP

3x +8 = 4x -6

Subtract 3x from both sides:

8 = x -6

Add 6 to both sides:

x = 14

Now solve for one equation:

3x +8 = 3(14) +8 = 42+8 = 50

NMO is the sum of NMP and OMP

NMO = 50 +550 = 100 degrees.

Answer 2

The m∠NMO is 100 degrees.

• The calculation is as follows:

NMP = OMP

3x +8 = 4x -6

3x - 4x = -6 -8

-x = -14

x = 14

Now solve any equation

= 3x +8

= 3(14) +8

= 42+8

= 50

Moreover,  

NMO is the sum of NMP and OMP

So,  

NMO = 50 +50

= 100 degrees.

Therefore we can conclude that The m∠NMO is 100 degrees.

Learn more: brainly.com/question/17429689