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![Elements of analytical geometry and the differential and integral calculus . THE CIRCLE. 37 Application.—The polar equation of the circle in its mostgeneral form is r^--2{acos.v-{bsm.v)r+a^+b^=E^. (1) If we make 5=0, it Elements of analytical geometry and the differential and integral calculus . THE CIRCLE. 37 Application.—The polar equation of the circle in its mostgeneral form is r^--2{acos.v-{bsm.v)r+a^+b^=E^. (1) If we make 5=0, it](https://c8.alamy.com/comp/2ANAPPJ/elements-of-analytical-geometry-and-the-differential-and-integral-calculus-the-circle-37-applicationthe-polar-equation-of-the-circle-in-its-mostgeneral-form-is-r-2acosv-bsmvrab=e-1-if-we-make-5=0-it-puts-the-polar-point-somewhere-on-theaxis-of-x-and-reduces-the-equation-to-rga-cos-vra2=i23-2-now-if-we-make-v=0-thenwill-cos-v=l-and-the-linesrepresented-by-r-would-refer-tothe-points-x-x-in-the-circle-this-hypothesis-reduces-the-lastequation-to-r2ar=ea=-3and-this-equation-is-the-same-inform-as-the-common-quadratic-inalgebra-or-in-the-same-form-as-x-2ANAPPJ.jpg)