Bob Miller (East Brunswick, NJ) has been a lecturer in Mathematics at City College of New York, a branch of the City University of New York, for more than twenty-eight years.

• AcknowledgmentTo the StudentChapter 1: The Beginning--LimitsChapter 2: The BasicsChapter 3: Curve Sketching Made EasyChapter 4: Word Problems Made Easy ... Well, Less DifficultChapter 5: Integral ApplicationsChapter 6: Odds and EndsChapter 7: LogarithmsChapter 8: Derivatives of e(x), a(x), Logs, Trig Functions, etc.Chapter 9: Shorter IntegralsChapter 10: Exponential Growth and DecayChapter 11: What You Should Know From Before to Do the NextChapter 12: Longer InteroralsChapter 13: Second Odds and EndsChapter 14: Infinite SequencesIndex

Bob Miller (East Brunswick, NJ) has been a lecturer in Mathematics at City College of New York, a branch of the City University of New York, for more than twenty-eight years.

• AcknowledgmentTo the StudentChapter 1: The Beginning--LimitsChapter 2: The BasicsChapter 3: Curve Sketching Made EasyChapter 4: Word Problems Made Easy ... Well, Less DifficultChapter 5: Integral ApplicationsChapter 6: Odds and EndsChapter 7: LogarithmsChapter 8: Derivatives of e(x), a(x), Logs, Trig Functions, etc.Chapter 9: Shorter IntegralsChapter 10: Exponential Growth and DecayChapter 11: What You Should Know From Before to Do the NextChapter 12: Longer InteroralsChapter 13: Second Odds and EndsChapter 14: Infinite SequencesIndex

Bob Miller (East Brunswick, NJ) has been a lecturer in Mathematics at City College of New York, a branch of the City University of New York, for more than twenty-eight years.

• AcknowledgmentTo the StudentChapter 1: The Beginning--LimitsChapter 2: The BasicsChapter 3: Curve Sketching Made EasyChapter 4: Word Problems Made Easy ... Well, Less DifficultChapter 5: Integral ApplicationsChapter 6: Odds and EndsChapter 7: LogarithmsChapter 8: Derivatives of e(x), a(x), Logs, Trig Functions, etc.Chapter 9: Shorter IntegralsChapter 10: Exponential Growth and DecayChapter 11: What You Should Know From Before to Do the NextChapter 12: Longer InteroralsChapter 13: Second Odds and EndsChapter 14: Infinite SequencesIndex