A First Course in Infinitesimal Calculus

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Suppose that this value of 6 is e^. Thus the point (?'=oo, 0=6^ is an infinitely distant point of the curve. If the tangent TN at this infinitely distant point is an asymptote, it passes within a finite distance from 0. Accord- ingly, TN is parallel to the radius vector, and the subtangent OM, viz. R^ — (Art. 61) is finite for EXAMPLES.
1. Find and draw the asymptote to the reciprocal spiral rd — a. A Fig. 95.
Here r — ■. R = CO when ^ = 0.
Also dd dr dd dr — a.
(See Fig. , page 414. ) Hence th
...e asymptote is parallel to the initial line and at a distance a to the left of one who is looking along the initial line in the positive direction.
Note 1. The convention used in Ex. 1 is as follows : A positive subtan- gent is measured to the right of a person who may be looking along the infinite radius vector in its positive direction, and a negative subtangent is measured toward the left.
2. Find and draw the asymptotes to the following curves ad. (2) r cos ^ = a cos 2 ^. C3) r sin - = a.


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