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Select a textbook.  Calculus 8e Calculus: Early Transcendental Functions 4e Calculus I with Precalculus 2e Essential Calculus: Early Transcendental Functions 1e Calculus 7e Calculus I with Precalculus Calculus: Early Transcendental Functions 3e Each of the following articles is referenced in Essential Calculus: Early Transcendental Functions. 1.2 "Evolution of the Function Concept: A Brief Survey "         by Israel Kleiner 1.5 "Who Gave You the Epsilon? Cauchy and the Origins         of Rigorous Calculus " by Judith V. Grabiner 1.6 "The Function (sin x)/x "         by William B. Gearhart and Harris S. Shultz 1.7 "Leibniz and the Spell of the Continuous" by Hardy Gran 2.1 "Mathematical Firsts-Who Done It?"        by Richard H. Williams and Roy D. Mazzagatti 2.2 "The Spider's Spacewalk Derivation of sin' and cos' "        by Tim Hesterberg 2.2 "Sines and Cosines of the Times" by Victor J. Katz 2.7 "The Lengthening Shadow: The Story of Related Rates"        by Bill Austin, Don Barry, and David Berman 2.7 "The Falling Ladder Paradox" by Paul Scholten        and Andrew Simoson 3.1 "Design of an Oscillating Sprinkler" by Bart Braden 3.4 "How Not to Land at Lake Tahoe!" by Richard Barshinger 3.5 "Why Women Succeed in Mathematics" by Mona         Fabricant, Sylvia Svitak, and Patricia Clark Kenschaft 4.2 "Looking at (sum) k and (sum) k² Geometrically"        by Eric Hegblom 4.2 "Proof Without Words: Area of a Disk is (pi)R² "        by Russell Jay Hendel 4.3 "The Evolution of Integration" by A. Shenitzer        and J. Steprans 4.8 "A Direct Proof of the Integral Formula for Arctangent"         by Arnold J. Insel 4.8 "What Goes Up Must Come Down; Will Air Resistance        Make it Return Sooner, or Later?" by John Lekner 4.9 "An Introduction to Hyperbolic Functions in        Elementary Calculus" by Jerome Rosenthal 4.9 "Reexamining the Catenary" by Paul Cella 5.2 "Estimating the Volumes of Solid Figures with Curved        Surfaces" by Donald Cohen 5.3 "The Disk and Shell Method" by Charles A. Cable 5.4 "Arc Length, Area, and the Arcsine Function"        by Andrew M. Rockett 6.1 "Tabular Integration by Parts" by David Horowitz 6.1 "More on Tabular Integration by Parts" by Leonard Gillman 6.2 "Integrals of Products of Sine and Cosine with Different        Arguments" by Sherrie J. Nicol 6.6 "Counterexamples to L'Hôpital's Rule" by R. P. Boas 6.6 "A Geometric Proof of the limit as d approaches 0+        of (-d lnd ) equals zero" by John H. Mathews 6.7 "Supersolids: Solids Having Finite Volume and Infinite        Surfaces" by William P. Love 6.7 "Gabriel's Wedding Cake" by Julian F. Fleron 7.2 "Six Ways to Sum a Series" by Dan Kalman 7.2 "Cantor's Disappearing Table" by Larry E. Knop 7.2 "The Exponential-Decay Law Applied to Medical Dosages"        by Gerald M. Armstrong and Calvin P. Midgley 7.4 "Riemann's Rearrangement Theorem" by Stewart Galanor 7.4 "N! and the Root Test" by Charles C. Mumma II 7.5 "Novel Series-based Approximations to e"        by John A. Knox and Harlan J. Brothers 8.1 "The Geometry of Rolling Curves"          by John Bloom and Lee Whitt 8.1 "A New Minimization Proof for the Brachistochrone"          by Gary Lawlor 8.1 "Mathematical Discovery via Computer Graphics:          Hypocycloids and Epicycloids"          by Florence S. Gordon and Sheldon P. Gordon 8.2 "Tape Counters" by Richard L. Roth 8.2 "The Surveyor's Area Formula" by Bart Braden 8.3 "A Rose is a Rose..." by Peter M. Maurer 8.4 "Finding Points of Intersection of Polar-Coordinate          Graphs" by Warren W. Esty 9.1 "Emmy Noether, Greatest Woman Mathematician"          by Clark Kimberling 9.4 "The Long Arm of Calculus"          by Ethan Berkove and Rich Marchand 11.1 "Cryptology: From Caeser Ciphers to Public-Key           Cryptosystems" by Dennis Luciano and Gordon Prichett 11.2 "S. Kovalevsky: A Mathematical Lesson"           by Karen D. Rappaport 11.8 "Lagrange Multiplier Problems in Economics"           by John V. Baxley and John C. Moorhouse 12.3 "Integrating e^(-x²) Without Polar Coordinates"           by William Dunham		Publisher's Instructor Site  Publisher's Student Site  Step-by-step solutions to odd-numbered exercises. 24-7 Chat Rooms, featuring special tutorial help on Sunday through Thursday nights.

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