Great! Now from this, we can derive sum of all interior angles of any polygons also since any interior angle and it's exterior angle sum up to 180 degrees, (a linear pair) we can derive the formula of sum of all interior angles as: 180N - 360 degrees, where N is the no. of sides of the polygon.
Great!
Now from this, we can derive sum of all interior angles of any polygons also since any interior angle and it's exterior angle sum up to 180 degrees, (a linear pair) we can derive the formula of sum of all interior angles as:
180N - 360 degrees, where N is the no. of sides of the polygon.
Perfect ✔
Wow! That’s really a logical proof to show my children. thank you
Glad you liked it. 🙌
Excellent video explanation starts at the 1-minute 17 second mark
Nice explanation
Great explanation. I was hoping to see the answer to your parting question here in the comments though.
Thank you!! This helped a lot
Thanks this helped
360
Woow🎉