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Analytic geometry for colleges, universities, and technical schools (1892)
Nichols, E. W. (Edward West), 1858- · Boston [Mass.] : Leach, Shewell & Sanborn · leaf 36
= 6. 120° -.50 6 (1 + .50) = 9. 160° -.94 6 (1 + .94) = 11.64 180° -1. 6 (1 + 1 ) = 12. 200° -.94 6 (1 + .94) = 11.64 240° -.50 6 (1 + -50) = 9. 270° 0 6 (1 - 0 ) = 6. 300° .50 6 (1 - 50) = 3. 330° .86 6 (1 - .86) = .84 Draw the initial line OX, and assume any point 0 as thepole. Through this point… … Fig. 9.This curve, from its heart-like shape, is called the Cardioid. 16. Discuss and construct the transcendental equationy = log X. Note.—A transcendental equation is one whose degreetranscends the power of analysis to express. Passing to equivalent numbers we have 2^ = x, when 2 isthe base of…Geometry, Analytic
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