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12 chains 12 feet 12 rods 18 inches 20 chains 20 inches 30 feet 9 inches abscissa acres ameter angles axis bung diameter cask chains—What chord circle circumference cone conjugate diameters contained convex surface cube root cubic box cubic feet cubic inches cylinder diagonal difference divide the solidity dodecahedron ellipsis equilateral triangle EXAMPLES feet 6 inches feet 9 feet long feet—What find the area find the diameter find the length find the side find the solidity globe head diameter hyperbola hypotenuse icosaedron inches—What linear side middle diameter multiply the sum number of shot octaedron ordinate parabolic parallel perches perpendicular PROBLEM III PROBLEM VII prolate spheroid quotient rectangular parallelogram Required the length Required the solidity rhombus right-angled triangle rods—What roods Rule—To scalene triangle segment solid feet solidity required specific gravity square feet square rods square root square yards subtract tetraedron thickness three sides transverse and conjugate transverse diameter versed sine wine gallons
Page 74 - Take the length of the keel within board (so much as she treads on the ground) and the breadth within board by the midship beam, from plank to plank, and half the breadth for the depth, then multiply the length by the breadth, and that product by the depth, and divide the whole by 94; the quotient will give the true contents of the tonnage.
Page 124 - Square Measure 144 square inches = 1 square foot 9 square feet = 1 square yard...
Page 19 - ... is equal to the square root of the difference of the squares of the hypotenuse and the other leg.
Page 52 - Multiply the square root of half the sum of the squares of the two axes by *, and the product will be nearly = the circumference. Ex. Taking the same example as before, we hare /24' + IT \/ = — X 3,14159 = 66,6433= the circumference nearly.
Page 7 - ... rods, &c. A square inch means a space an inch long and an inch broad, in which depth or thickness is not considered ; and so of square feet, yards, rods, &c. And the superficial contents, or area of any plain surface, is the number of square inches, feet, yards, rods, acres, &«., which it contains.
Page 121 - Add into one sum 39 times the square of the bung diameter, 25 times the square of the head diameter, and 26 times the product of the...
Page 30 - Multiply the square of the side of the polygon by the number standing opposite to its name in the following table, and the product will be the area.
Page 37 - ... multiply the square of the diameter by ,7854 and the product will be- the area.
Page 161 - Mosaic Creation illustrated by Discoveries and Experiments derived from the present enlightened State of Science : to which is prefixed the Cosmogony of the Ancients. "With Reflections intended to promote vital and practical Religion/' This volume fully redeemed the promise given in its title-page.