Learn to sketch larger than 360 in radians

The video tutorial explores the concept of interior angles, emphasizing that no individual angle should exceed 360 degrees. It introduces the use of pi in measuring angles and explains how to calculate angles that exceed a full revolution. The tutorial further breaks down angles into smaller parts for better understanding and encourages students to practice these calculations.

What is the maximum degree an individual interior angle can have?

• 180 degrees

• 360 degrees

• 270 degrees

• 90 degrees

How many 6s are there in π?

• 6π/6

• 3π/6

• 12π/6

• π/6

What is the angle of a full revolution in terms of π?

• 24π/6

• 12π/6

• 18π/6

• 6π/6

How do you break down an angle to reach 17π?

• Divide into halves and then thirds

• Divide into fifths and then quarters

• Divide into quarters and then halves

• Divide into thirds and then halves

How many parts do you need to cover to reach 5π/6?

• 3 parts

• 4 parts

• 5 parts

• 6 parts