| 1. | They can be in the form of arc lengths or angles.
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| 2. | The interval is just equal to the arc length as expected.
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| 3. | While the arc length is a local property of a curve.
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| 4. | The reverse occurs if the arc length increases more than the normal.
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| 5. | So the squared integrand of the arc length integral is
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| 6. | The meander arc length is the distance along the thalweg over one meander.
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| 7. | This sounds like an Arc length problem to me.
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| 8. | It is an integral with respect to the arc length ( real ).
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| 9. | The arc length is for both and has a minimum value of at.
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| 10. | The circle is the plane curve enclosing the maximum area for a given arc length.
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