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https://math.answers.com/math-and-arithmetic/Do_Ef_and_fe_form_a_line.are_they_opposite_rays

Do Ef and fe form a line.are they opposite rays? - Answers

To determine if segments Ef and fe form a line or are opposite rays, we need to know their orientation and endpoints. If points E, f, and F are collinear and lie on the same straight line, then Ef and fe could represent opposite rays, extending in opposite directions from point f. However, if they do not share a common endpoint or are not collinear, they do not form a line or opposite rays.



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Do Ef and fe form a line.are they opposite rays? - Answers

https://math.answers.com/math-and-arithmetic/Do_Ef_and_fe_form_a_line.are_they_opposite_rays

To determine if segments Ef and fe form a line or are opposite rays, we need to know their orientation and endpoints. If points E, f, and F are collinear and lie on the same straight line, then Ef and fe could represent opposite rays, extending in opposite directions from point f. However, if they do not share a common endpoint or are not collinear, they do not form a line or opposite rays.



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https://math.answers.com/math-and-arithmetic/Do_Ef_and_fe_form_a_line.are_they_opposite_rays

Do Ef and fe form a line.are they opposite rays? - Answers

To determine if segments Ef and fe form a line or are opposite rays, we need to know their orientation and endpoints. If points E, f, and F are collinear and lie on the same straight line, then Ef and fe could represent opposite rays, extending in opposite directions from point f. However, if they do not share a common endpoint or are not collinear, they do not form a line or opposite rays.

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      To determine if segments Ef and fe form a line or are opposite rays, we need to know their orientation and endpoints. If points E, f, and F are collinear and lie on the same straight line, then Ef and fe could represent opposite rays, extending in opposite directions from point f. However, if they do not share a common endpoint or are not collinear, they do not form a line or opposite rays.

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