Problem: Prove that this notion of convergence of f(x) dx is independent of the choice of the point a, at which you "cut" f(x) dx into f f(x) dx and f f(x) dr. ∞

When observations are made over long enough periods of time, the curve that represents the profits of a Wall Street financial brokerage house can be viewed as a smooth, continuous curve. However, certain conditions, market or otherwise, can produce a curve such as the picture below. P(t) Make a statement about the continuity of the function P(t) at t = a and give possible interpretations to the points t = a and t = b.

Discuss the continuity in R3 of the function f(x, y, z) %3D x2+ y2+z2 =1

what is the limit of f(t) as t approaches 3. F(t)= ((1/t)-1/3)/t-3?