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Elements of natural philosophy (Volume 1) (1850)

Bartlett, W. H. C. (William Holms Chambers), 1804-1893 · New York : Barnes · leaf 244

An illustration from Elements of natural philosophy (Volume 1), 1850, leaf 244
ellipse of•which CA and CB arethe semi-axes, denotedrespectively by A andB; and suppose to andto to be two of its con-secutive places. Drawthe tangent to Q at the point to, and parallel to this tangent draw the diameterD D\ perpendicular to which, draw from to the line to K.From to draw to n… … to find the law; TO 71 whence CD C TO X ran X n 0; ton X Cm mn = z== 0 J)2 X n Gr value of theversed sine: Because to n and to h are respectively perpendicular tothe lines to K and to C, the angles h to n and Cm K areequal, and the angles at K and h being right angles, thetriangles to nh and Cm K…

Mechanics · Acoustics · Optics

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