Letzte Suchanfragen
Ergebnisse für *
Es wurden 5 Ergebnisse gefunden.
Zeige Ergebnisse 1 bis 5 von 5.
Sortieren
-
Cocker's decimal arithmetick
Wherein is shewed the nature and use of decimal fractions, in the usual rules of arithmetick, and in the mensuration of planes and solids. Together with tables of interest and rebate for the valuation of leafes and annuities, present, or in reversion, and rules for calculating of those tables. Whereunto is added his Artificial arithmetick, shewing the genesis or fabrick of the logarithmes, and their use in the extraction of roots, the solving of questions in anatocisine, and in other arithmetical rules in a method not usually practised. Also, his Algebraical arithmetick, containing the doctrine of composing and resolving an equation, with all other rules requisite for the understanding of that mysterious art according to the method used by Mr. John Kersey in his incomparable treatise of algebra -
Cocker's arithmetick
being a plain, and familiar method, suitable to the meanest capacity, for the full understanding of that incomparable art, as it is now taught by the ablest school-masters in city and country -
The Scots arithmetician, or, Arithmetick in all its parts
viz. arithmetick [brace] vulgar or decimal, algebraical or analitical, sexagenary or circular, logarithmical or artificial, instrumental or mechanical : to which their [sic] is added many necessary tables and cuts -
Hodder's arithmetick, or, That necessary art made most easie
being explained in a way familiar to the capacity of any that desire to learn it in a little time -
Cocker's decimal arithmetick
wherein is shewed the nature and use of decimal fractions ... together with tables of interest and rebate ... : whereunto is added, his Artificial arithmetick, shewing the genesis ... of the logarithmes ... : also, his Algebraical arithmetick, containing the doctrine of composing and resolving an equation, with all other rules requisite for the understanding of that mysterious art according to the method used by Mr. John Kerley in his incomparable treatise of algebra