Ninth Homework Assignment - for discussion at recitations on Tuesday November 10, and Thursday November 12.
Chapter 5 Review (Exam #4 is Tuesday, November 10)(Meyerson Hall B1)
exponential functions, rules.
e = limit(1+(1/n))^n as n -> infinity.
logarithmic functions, base
log[b](x) and b^x are inverse functions. Apply to e^x and ln(x)
Derivatives of e^x, ln(x). Also ln(|x|). Chain rule computations.
exponential growth and decay: y = A*exp(k*t)
Newton's law of cooling: y = T + A*exp(-k*t)
Logistic Curve: y = P/(1+B*exp(-k*t))
Be sure to solve the Old Final Exam Problems from Assignment #8. Also review MAPLE demonstrations #7, 8, 9, 10.
F(x) anitderivative of f(x) means F'(x) = f(x).
Most general antiderivative of f(x) is F(x) + const
Indefinite Integral. Notation.
Use of int and Int commands in MAPLE.
Lecture Notes Directory