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https://math.answers.com/math-and-arithmetic/Can_a_curved_line_ever_become_vertical

Can a curved line ever become vertical? - Answers

Yes, a curved line can become vertical at certain points, depending on its shape and the context. For example, in calculus, the tangent line to a curve can be vertical at points where the derivative is undefined, such as at a cusp or vertical asymptote. However, the entire curve itself remains a continuous line and does not become vertical over a segment.



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Can a curved line ever become vertical? - Answers

https://math.answers.com/math-and-arithmetic/Can_a_curved_line_ever_become_vertical

Yes, a curved line can become vertical at certain points, depending on its shape and the context. For example, in calculus, the tangent line to a curve can be vertical at points where the derivative is undefined, such as at a cusp or vertical asymptote. However, the entire curve itself remains a continuous line and does not become vertical over a segment.



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https://math.answers.com/math-and-arithmetic/Can_a_curved_line_ever_become_vertical

Can a curved line ever become vertical? - Answers

Yes, a curved line can become vertical at certain points, depending on its shape and the context. For example, in calculus, the tangent line to a curve can be vertical at points where the derivative is undefined, such as at a cusp or vertical asymptote. However, the entire curve itself remains a continuous line and does not become vertical over a segment.

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      Yes, a curved line can become vertical at certain points, depending on its shape and the context. For example, in calculus, the tangent line to a curve can be vertical at points where the derivative is undefined, such as at a cusp or vertical asymptote. However, the entire curve itself remains a continuous line and does not become vertical over a segment.

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