Socius mercatoris: or The merchant's companion: in three parts. The first, being a plain and easie introduction to arithmetick, vulgur and decimal, the extraction of the square and cube roots, with a table of 200 square roots, and their use in the resolution of square equations. The second, a treatise of simple and compound interest and rebate, with two tables for the calculation of the value of leases or annuities, payable quarterly, the one for simple, the other compound interest, at 6 per cent. per annum, with rules for making the like for any other rate. The third, a new and exact way of measuring solids in the form of a prismoid and cylindroid, with the frustums of pyramids and of a cone: whereunto is added, some practical rules and examples for cask-gauging. By John Mayne, philo-accomptant.

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Title
Socius mercatoris: or The merchant's companion: in three parts. The first, being a plain and easie introduction to arithmetick, vulgur and decimal, the extraction of the square and cube roots, with a table of 200 square roots, and their use in the resolution of square equations. The second, a treatise of simple and compound interest and rebate, with two tables for the calculation of the value of leases or annuities, payable quarterly, the one for simple, the other compound interest, at 6 per cent. per annum, with rules for making the like for any other rate. The third, a new and exact way of measuring solids in the form of a prismoid and cylindroid, with the frustums of pyramids and of a cone: whereunto is added, some practical rules and examples for cask-gauging. By John Mayne, philo-accomptant.
Author
Mayne, John, fl. 1673-1675.
Publication
London :: printed by W[illiam] G[odbid] for N. Crouch, in Exchange-Alley, over against the Royal-Exchange in Cornhill,
1674.
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Subject terms
Interest -- Tables -- Early works to 1800.
Interest rates -- Early works to 1800.
Link to this Item
http://name.umdl.umich.edu/A50425.0001.001
Cite this Item
"Socius mercatoris: or The merchant's companion: in three parts. The first, being a plain and easie introduction to arithmetick, vulgur and decimal, the extraction of the square and cube roots, with a table of 200 square roots, and their use in the resolution of square equations. The second, a treatise of simple and compound interest and rebate, with two tables for the calculation of the value of leases or annuities, payable quarterly, the one for simple, the other compound interest, at 6 per cent. per annum, with rules for making the like for any other rate. The third, a new and exact way of measuring solids in the form of a prismoid and cylindroid, with the frustums of pyramids and of a cone: whereunto is added, some practical rules and examples for cask-gauging. By John Mayne, philo-accomptant." In the digital collection Early English Books Online. https://name.umdl.umich.edu/A50425.0001.001. University of Michigan Library Digital Collections. Accessed June 8, 2024.

Pages

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TO THE Young Geometrician.

I Hope by this time thou art so suffici∣ently acquainted with the Nature and Use of a Decimal Fraction, that any Operation in the six Species, viz. Addi∣tion, Subtraction, Multiplication, Di∣vision, Involution and Evolution of the Second and Third Powers, will not ap∣pear difficult to thee; and these being fa∣miliar, any Calculation in Arithmetick, Geometry, Trigonometry, or other Ma∣thematical Arts, will not seem strange: Amongst the many pleasant Walks in this Tempe, I have made it my present design to give thee some diversion in that part of Solid Geometry called Gauging, and herein passing by those Blossoms that kiss the hand of every Passenger, I have endea∣voured (and I hope not altogether without success) to shew thee how to gather a Rose without danger of its Thorn: For the In∣vention,

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the World is obliged to the Inge∣nious Mr. Michael Dary, the Roots of these, and many other choice Mathematical Flowers, lying crowded together in a small Treaise called Dary's Miscellanies, Prin∣ted 1669. Here, as in the former Part, thou hast both Precept and Example in the plainest method I could possibly express them. That they may by no means seem obscure to any ingenious Student, is the hearty desire of

Thy Friend, J. M.

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