Solving Supplementary Angle Problems

The video tutorial explains how to solve a supplementary angle word problem. It begins by defining supplementary angles and setting up an equation based on the problem statement. The tutorial then guides viewers through solving the equation to find the value of x, representing one of the angles. Finally, it calculates the measures of both angles and verifies the solution by ensuring they add up to 180 degrees.

What is the main topic of the video?

• Learning about acute angles

• Understanding parallel lines

• Exploring right angles

• Solving a supplementary angle word problem

What is the sum of two supplementary angles?

• 180 degrees

• 360 degrees

• 90 degrees

• 45 degrees

What is the equation used to represent the sum of the angles?

• x * y = 180

• x - y = 180

• x + y = 180

• x + y = 90

What is the equation used to represent the sum of the angles?

• x * y = 180

• x + y = 90

• x + y = 180

• x - y = 180

If angle A is the larger angle, how is angle B related to angle A?

• Angle B is 55 degrees more than angle A

• Angle B is 55 degrees less than angle A

• Angle B is twice angle A

• Angle B is equal to angle A

What variable is used to represent the larger angle?

• y

• z

• x

• a

What is the relationship between angle A and angle B?

• Angle A is equal to angle B

• Angle A is 55 degrees less than angle B

• Angle A is 55 degrees more than angle B

• Angle A is twice angle B

What is the relationship between angle A and angle B?

• Angle A is 55 degrees less than angle B

• Angle A is 55 degrees more than angle B

• Angle A is equal to angle B

• Angle A is twice angle B

What is the first step in solving for x?

• Subtract 55 from both sides

• Add 55 to both sides

• Combine like terms

• Divide by 2

What is the first step in solving the equation for x?

• Subtract 55 from both sides

• Divide by 2

• Add 55 to both sides

• Combine like terms