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https://math.answers.com/geometry/Can_you_construct_three_lines_that_are_perpendicular_to_each_other

Can you construct three lines that are perpendicular to each other? - Answers

No, you cannot, if you are trying to do them on the same 2-D plane. If the plane is 3-D, and you are talking about more than one plane, then yes it is possible. (A "3-D" plane ? ? ? Well, OK.) If you get a chance, take a quick look at the corner of your room, where two walls and the floor all come together.



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Can you construct three lines that are perpendicular to each other? - Answers

https://math.answers.com/geometry/Can_you_construct_three_lines_that_are_perpendicular_to_each_other

No, you cannot, if you are trying to do them on the same 2-D plane. If the plane is 3-D, and you are talking about more than one plane, then yes it is possible. (A "3-D" plane ? ? ? Well, OK.) If you get a chance, take a quick look at the corner of your room, where two walls and the floor all come together.



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https://math.answers.com/geometry/Can_you_construct_three_lines_that_are_perpendicular_to_each_other

Can you construct three lines that are perpendicular to each other? - Answers

No, you cannot, if you are trying to do them on the same 2-D plane. If the plane is 3-D, and you are talking about more than one plane, then yes it is possible. (A "3-D" plane ? ? ? Well, OK.) If you get a chance, take a quick look at the corner of your room, where two walls and the floor all come together.

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      No, you cannot, if you are trying to do them on the same 2-D plane. If the plane is 3-D, and you are talking about more than one plane, then yes it is possible. (A "3-D" plane ? ? ? Well, OK.) If you get a chance, take a quick look at the corner of your room, where two walls and the floor all come together.

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