Recent content by mrs.malfoy

A function f is said to be symmetrically continuous at X0 if lim [f(X0 + h) - f(X0 - h)]= 0 h-> 0 Show that if f is continuous at X0, it is symmetrically continuous there but not conversely.

Let V be a linear space and u, v, w \in V. Show that if {u, v, w} is linearly independent then so is the set {u, u+v, u+v+w}

Let \theta be the angle between the diagonal of the unit cube in R^{n} and one of its axes. Find lim \theta (n) _{n\rightarrow\infty}