Hatfield, Robert Griffith, 1815-1879. [from old catalog] · New York & London, Wiley and Putnam · leaf 48
he other at g ; join g and e ; upon / and g, with d b and a b for radius, describe arcs intersecting at h ; join g and h, also k and/; then Fig. 66 will every way equal Fig. 65. So, right-lined figures of any number of sides may be copied,by first dividing them into triangles, and then proceeding… … Fig. 67. 101.— To make a parallelogram equal to a given triangle. Let a b c, {Fig. 67,) be the given triangle. From a, draw a d, at right angles to b c; bisect a d in e; through e, draw f g, parallel to & c ; from b and c, draw b f and c g, parallel to d e ; then bfg c will be a parallelogram…
Carpentry · Architecture
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