9.03 Parallel lines and transversals
How are parallel lines or segments marked on a diagram?
Draw an example of correctly marked parallel lines.
Identify the types of angles formed by the transveral in the following diagrams:
State whether the following types of angles are equal, complementary, or supplementary:
For the marked angle in each the following diagrams, name the angle which is:
Alternate
Cointerior
Corresponding
For each of the following diagrams, state whether the diagram contains parallel lines. Explain your answer.
For each of the following diagrams, find the value of x giving reasons for your answer.
Consider the following diagram:
How are \angle BPD and \angle AQE related?
How are \angle AQE and \angle DQE related?
If \angle BPD = 84 \degree, find the value of \angle DQE.
Consider the following diagram:
If \angle APB = 107 \degree, find the value of \angle BQD showing all working and giving reasons.
Consider the following diagram:
If \angle DQF = 97 \degree, find the value of \angle EPF showing all working and giving reasons.
Consider the following diagram:
Find the value of x showing all working and giving reasons.
Find the value of y showing all working and giving reasons.
Explain why \angle FPE is supplementary to the marked angle in the given diagram.
For the following, solve for x.
For the following diagrams, solve for the values of x and y.
In the image of a parking lot shown, the lines on the sides of the parking spaces should be parallel. If \angle 3 = 51 \degree, what should the size of \angle 1 and \angle 2 be? Explain your reasoning.
