. Perspective for art students . a horizontal plane onwhich is a point A^. The horizon is at and C. V.; Eis the distance of the eye from the picture. At point A^erect a vertical line perspectively equal to AB. This is tole the nearest edge of another similar tower standing on theraised plane and having the same dimensions, and its sidesinclined to the picture at the same angles as the tower shown. (10 marks.) The horizon must be drawn across the short way of thepaper, 8 inches from the top, and the centre of vision placed4i inches from the right-hand edge of ike paper. We must look in all


. Perspective for art students . a horizontal plane onwhich is a point A^. The horizon is at and C. V.; Eis the distance of the eye from the picture. At point A^erect a vertical line perspectively equal to AB. This is tole the nearest edge of another similar tower standing on theraised plane and having the same dimensions, and its sidesinclined to the picture at the same angles as the tower shown. (10 marks.) The horizon must be drawn across the short way of thepaper, 8 inches from the top, and the centre of vision placed4i inches from the right-hand edge of ike paper. We must look in all cases to the. completion of thescaffolding of the problem; that is to say, we must findhorizon, eye, ground or picture line, two , and theirtwo The horizon is given. The eye is given. The ground-line we draw through point A horizontally. Solving Problems 185 The distance of eye before the is given, and it willremain that length whether we place the ground-linerepresenting the picture-plane through A or through. Fio. 137.—Diagram Q. 1. the nearest comer of the raised plane beyond. If theground-line were through the lowest (nearest) cornerof the raised plane, its distance below the wouldbe the same in fact, but less ia the drawing. Hence the 186 Perspective length in feet of the ( to eye) will be ableto yary. Compare Fig. 55, p. 81. No scale is stated. We are, therefore, quite free, anddraw the through A. The two we find by continuing the lines toright and left till they meet on the horizon. It will bebest to see that the yanishing parallels from these the eye enclose a right angle, as they should. The problem requires us to construct at h} a towerprecisely similar to the one shown above A. It is to bethe same in its dimensions, yet, being evidently furtheraway, we must expect diminution of size on the drawing. EY6.


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