T. H. Ward Hill
Abstract
Let the curve be given by x=f(t), y = ɸ(t) Asymptotes parallel to the coodinate axes. If as t→t l, y = ɸ(t)→∞ while x=f(t)→a, where a is finite, then x = a is an asymptote. If as t→t 2, x=f(t)→∞while y = ɸ(t)→b, where b is finite, then y = b is an asymptote.
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Let the curve be given by x=f(t), y = ɸ(t) Asymptotes parallel to the coodinate axes. If as t→t l, y = ɸ(t)→∞ while x=f(t)→a, where a is finite, then x = a is an asymptote. If as t→t 2, x=f(t)→∞while y = ɸ(t)→b, where b is finite, then y = b is an asymptote.
Key concepts: Asymptote, Parametric statistics, Mathematics, Physics, Geometry, Mathematical analysis, Combinatorics, Statistics