The study of the greatest and least outputs of a function – highest profits, least materials used, closest approach – is called optimization. In addition to optimization, this part of the course also describes how to use derivatives to relate two rates of change and to estimate the values for which a function’s output is zero.
» Session 29: Optimization Problems
» Session 30: Optimization Problems II
» Session 31: Related Rates
» Session 32: Ring on a String > » Session 33: Newton’s Method
» Problem Set 4