Given SSA learn how to determine when there is only one triangle

The video tutorial explains how to configure a triangle using the angle-side-side method. It demonstrates calculating the height of the triangle using trigonometric functions, specifically the sine function. The tutorial further explores the conditions under which a triangle exists based on the comparison of side lengths and height, concluding with the determination of whether one or two triangles can be formed.

What configuration does the teacher prefer for drawing triangles?

• Side-Angle-Side

• Angle-Side-Side

• Side-Side-Side

• Angle-Side-Angle

How is the height of the triangle calculated in the example?

• Using the cosine of the angle

• Using the tangent of the angle

• Using the sine of the angle

• Using the Pythagorean theorem

What is the calculated height (H) in the example?

• 16

• 81

• 14

• 82676

Under what condition does only one triangle exist?

• When the side is equal to the height

• When the side is less than the height

• When the side is greater than the height

• When the side is equal to the angle

What conclusion is drawn about the number of triangles when one side is larger than the other?

• There are two triangles

• There are infinite triangles

• There is no triangle

• There is one triangle