000			00990nam a22001457a 4500
008			120821t xxu||||| |||| 00| 0 eng d
050			_aQA303.2.R21
100			_aRansom, William R.
245			_aWhat calculus can do. / _cWilliam R. Ransom
260			_aPortland, Maine: _bJ. Weston Walsh, _c1967.
300			_aix, 142 p.: _bill.;
505			_aContents: Fundamentals -- Formulas for differentiation -- Rates -- Expansions -- Plane curves -- Integration -- Differential equations -- Second order differential equations -- Areas and definite integrals -- Limits -- Partial differentiation -- Extreme values -- Surfaces -- Space curves -- Fourier's series -- Complex numbers -- Variation -- Means and moments -- Laplace transforms -- Einstein's mass energy -- Further diverse applications -- Appendix\; Logarithms to base e =2.718, Hyperbolic, Inverse trigonometric, Logarithms of factorial N, Table of integrals, Condensed numerical table -- Index
650			_bCalculus
942			_2lcc _cBK
999			_c7432 _d14932