Calculation of the relative motion of two points attracting one another, according to the inverse square of the distance.
Determination of the masses of the earth and of the planets accompanied by satellites. Numerical applications.
Lessons 27–30.
Elements of the calculus of probabilities and social arithmetic.
General principles of the calculus of chances. Simple probability, compound probability, partial probability, total probability. Repeated trials. Enunciation of Bernouilli’s theorem (without proof.)
Mathematical expectation. Applications to various cases, and especially to lotteries.
Tables of population and mortality. Mean life annuities, life interests, assurances, &c.
Lessons 31–32. Revision.
General reflections on the subjects comprised in the course.
II. DESCRIPTIVE GEOMETRY AND STEREOTOMY.