The video tutorial covers the construction of angles using a compass and scale, focusing on 60, 120, and 180 degrees. It begins with an introduction to the topic, followed by detailed steps for constructing each angle without using a protractor. The tutorial emphasizes accuracy and provides verification methods using a protractor.

What tools are used for constructing angles in this lesson?

• Compass and scale

• Protractor and ruler

• Compass and protractor

• Ruler and pencil

Why is a 60-degree angle considered a base angle?

• It is the smallest angle

• It is the largest angle

• It is used to construct other angles

• It is a multiple of 15

What is the first step in constructing a 60-degree angle?

• Draw a ray

• Draw a semicircle

• Open the compass

• Measure with a protractor

How should the compass be opened for the first arc?

• Any small length

• Exactly 5 cm

• Any large length

• Exactly 2 cm

What is the purpose of drawing the second arc in constructing a 60-degree angle?

• To verify the angle

• To complete the semicircle

• To intersect the first arc

• To measure the angle

What is the angle formed by joining the initial point and the point where two arcs intersect?

• 120 degrees

• 90 degrees

• 60 degrees

• 180 degrees

What is the importance of the semicircle in constructing a 60-degree angle?

• It is used to measure angles

• It is used to verify angles

• It is used to draw arcs

• It is the base of all angles

What is the importance of the compass in constructing a 60-degree angle?

• To name angles

• To verify angles

• To draw arcs

• To measure angles

How can the accuracy of the constructed 60-degree angle be verified?

• Using a ruler

• Using a protractor

• Using a scale

• Using a compass

What is the relationship between a 60-degree angle and a 120-degree angle?

• 120-degree is unrelated to 60-degree

• 120-degree is three times 60-degree

• 120-degree is twice 60-degree

• 120-degree is half of 60-degree