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Are the boundary's of an arc considered to be at infinity? - Answers

In mathematical contexts, particularly in topology and complex analysis, the boundaries of an arc are not considered to be at infinity. Instead, the boundaries of an arc are defined as its endpoints. However, in certain geometric interpretations, such as in projective geometry, points at infinity can be introduced to consider the behavior of arcs extending indefinitely. Overall, the concept of boundaries at infinity is context-dependent and varies based on the mathematical framework being used.



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Are the boundary's of an arc considered to be at infinity? - Answers

https://math.answers.com/math-and-arithmetic/Are_the_boundary's_of_an_arc_considered_to_be_at_infinity

In mathematical contexts, particularly in topology and complex analysis, the boundaries of an arc are not considered to be at infinity. Instead, the boundaries of an arc are defined as its endpoints. However, in certain geometric interpretations, such as in projective geometry, points at infinity can be introduced to consider the behavior of arcs extending indefinitely. Overall, the concept of boundaries at infinity is context-dependent and varies based on the mathematical framework being used.



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https://math.answers.com/math-and-arithmetic/Are_the_boundary's_of_an_arc_considered_to_be_at_infinity

Are the boundary's of an arc considered to be at infinity? - Answers

In mathematical contexts, particularly in topology and complex analysis, the boundaries of an arc are not considered to be at infinity. Instead, the boundaries of an arc are defined as its endpoints. However, in certain geometric interpretations, such as in projective geometry, points at infinity can be introduced to consider the behavior of arcs extending indefinitely. Overall, the concept of boundaries at infinity is context-dependent and varies based on the mathematical framework being used.

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      In mathematical contexts, particularly in topology and complex analysis, the boundaries of an arc are not considered to be at infinity. Instead, the boundaries of an arc are defined as its endpoints. However, in certain geometric interpretations, such as in projective geometry, points at infinity can be introduced to consider the behavior of arcs extending indefinitely. Overall, the concept of boundaries at infinity is context-dependent and varies based on the mathematical framework being used.

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