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Look at the drawing below. Which of the following statements, if true, would alone prove p || q? Select all 3 correct answers. Remember that vertical angles are always congruent and linear pair are always supplementary. These angle pairs will not help you prove lines to be parallel.

A - B - C - D -

Look at the drawing below Which of the following statements if true would alone prove p q Select all 3 correct answers Remember that vertical angles are always class=

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Answer:

A, C and D.

Step-by-step explanation:

All answers are true. But B only mentions about angles on line q. It does not have a slight mention or relation to line p so it cannot, alone, prove p || q.

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Answer: Option A, C, D are true.

∠d and ∠g are corresponding angles. If they are equal then we get p||q.

So option A is true.

∠f and ∠g are linear angles. They can not prove p||q. So, option B is false.

∠b and ∠e are same side interior angles. If they are supplementary then p||q.

So option C is true.

∠c=∠b, because they are vertical angles. And ∠b and ∠f are corresponding angles. If they are equal then p||q. So option d is true.

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