Medians and Properties of Triangles

The video tutorial explains how to draw a right angle triangle XYZ, identify its medians, and find their point of concurrence, labeled as G. The process involves finding midpoints of each side, drawing perpendicular bisectors, and connecting these midpoints to the opposite vertices to form medians. The tutorial concludes by identifying the centroid, where all medians intersect.

What type of triangle is XYZ?

• Isosceles triangle

• Scalene triangle

• Right angle triangle

• Equilateral triangle

In triangle XYZ, which angle is the right angle?

• Angle X

• Angle Y

• Angle Z

• None of the above

What is the first step in drawing the medians of triangle XYZ?

• Find the midpoint of side YZ

• Find the midpoint of side XZ

• Find the midpoint of side XY

• Draw the perpendicular bisector of side XY

How do you find the midpoint of side YZ?

• By drawing a perpendicular bisector

• By measuring the length and dividing by two

• By estimating visually

• By using a protractor

What is the name of the point where the first median intersects side YZ?

• Point B

• Point C

• Point A

• Point D

Which vertex is connected to the midpoint of side YZ to form the first median?

• Vertex Z

• Vertex X

• None of the above

• Vertex Y

What is the next step after finding the midpoint of side XY?

• Draw a perpendicular bisector

• Join the midpoint to vertex Y

• Join the midpoint to vertex Z

• Join the midpoint to vertex X

What is the name of the point where the second median intersects side XY?

• Point A

• Point D

• Point B

• Point C

Which vertex is connected to the midpoint of side XY to form the second median?

• Vertex X

• Vertex Y

• Vertex Z

• None of the above

What is the first step in finding the midpoint of side XZ?

• Draw arcs from point X

• Draw arcs from point Z

• Draw a perpendicular bisector

• Measure the length and divide by two