Question

Сумма вертикальных углов MOE и DOC, образованных при пересечении прямых MC и DE,равны 204°. Найти угол MOD?

Answer 1

MOE=DOC как вертикальные, значит MOE=DOE=204:2=102 градуса . Углы MOE и MOD смежные, их сумма =180, значит MOD=180-102=78

Answer 2

Finding the Angle MOD

To find the angle MOD, we can use the fact that the sum of the vertical angles MOE and DOC, formed by the intersection of the lines MC and DE, is equal to 204°.

Let's denote the angle MOD as x. Then, the sum of the vertical angles MOE and DOC can be expressed as 180° - x, as vertical angles are always equal.

Now, we can set up the equation: 180° - x = 204°

Solving for x: 180° - 204° = x x = -24°

However, angles cannot be negative, so the angle MOD cannot be -24°. It seems there might be an issue with the provided information or calculation.

Unfortunately, the search results provided do not contain relevant information to solve this specific geometry problem. If you have additional information or context, please feel free to share it, and I'd be happy to help further.