Question

Prove that the sum around a point is 360˚

Answer 1

Answer:

Hello mate..

Step-by-step explanation:

Let MP & NQ be lines intersecting at O.

Then angle MON + angle NOP = 180 degrees (linear pair)

Angle MOQ + angle QOP = 180 degrees (linear pair)

Adding the equations,

Angle MON + Angle NOP + Angle MOQ + Angle QOP = 180 + 180 degrees = 360 degrees.

Therefore all angles around O sum upto 360 degrees.

I hope my answer is right..

HOPE IT WILL HELP YOU ❣️❣️..

PLZ MARK AS BRAINLIST ANSWER ❣️..

PLZ FOLLOW ME ✔️✔️✔️

Answer 2

Answer:

Let MP and NQ be lines intersecting at 0 . Adding the equations , angle MON +Angle NOP +Angle MOQ+Angle QOP =180+180 degrees=360 degrees. Therefore all angles around O sum upto 360 degrees.

Step -by -Step explanation:

Hope it helps you out