Due 08/27: Find the instantaneous velocity when s(t)
= 1/t^2. (This is the written assignment and you should give all
the details of the calculation).
Due 09/17: Section 3.1, 80(a). Section 3.2: 48, 52
Due 09/24: Is the function f(x) = (x^2+1)e^(-x) increasing or
decreasing? Justify your answer by computing the derivative of
f(x).
Due 10/08: Sketch the graph of f(x) = e^(-1/x^2) when x > 0.
You need to specify the critical points, the interval where the
function is increasing or decreasing, the inflection points and
the concavity of the graph.
Due 10/12: Section 4.2, 29, Section 4.3, 22.
Due 10/22: Section 4.3, 15, 52.
Due 10/29: Section 4.4, 48.
Due 10/29: Section 4.6, 23
Due 10/29: Section 4.6, 44
Due 11/5: Section 4.7, 52, 62.