The doctrine and application of fluxions. Containing (besides what is common to the subject) a number of new improvements in the theory, and the solution of a variety of new and very interesting problems in different branches of mathematics Q Science
The doctrine and application of fluxions. Containing (besides what is common to the subject) a number of new improvements in the theory, and the solution of a variety of new and very interesting problems in different branches of mathematics Q Science
The doctrine of limits with its applications; namely, conic sections, the first three sections of Newton, the differential calculus. A portion of a course of university education Q Science
The doctrine of limits with its applications; namely, conic sections, the first three sections of Newton, the differential calculus. A portion of a course of university education Q Science
The doctrine of proportion clearly developed, on a comprehensive, original, and very easy system; or, The fifth book of Euclid simplified Q Science
The doctrine of proportion clearly developed, on a comprehensive, original, and very easy system; or, The fifth book of Euclid simplified Q Science
