identify the 8 different types of angles formed by the above parallel line and transversal.
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Step-by-step explanation:
(angle p and angle s) and (angle q and angle t) are forming vertically opposite angles.
(angle p + angle q) and ( angle t + angle s) are forming linear pairs which are equal to 180°.
(angle w + angle x) and (angle y and angle z) are forming linear pair which are equal to 180°.
(angle p and angle w) and (angle q and angle x) are forming corresponding angles.
(angle t and angle y) and (angle s and angle z) are forming corresponding angles.
(angle t and angle x) and (angle s and angle w) are forming alternate interior angles.
(angle p and angle z) and (angle q and angle y) are forming alternate exterior angles.
(angle t and angle w) and (angle s and angle x) are forming co interior angles which when added are equal to 180°.
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