The William Lowell Putnam Examination is a nationwide competition in Mathematics at the level of freshman calculus. It will be held this year on Saturday, December 7th, 2013.

Putnam Examination practice sessions meet on Fridays from 4:00 to 6:00 pm, in Compton Hall's room 241 at Washington University in St. Louis. The first meeting is Friday, September 13. Feel free to drop in, learn problem solving methods and enjoy the free pizza.

More sample problems:

- "Let
*f*and*g*be real-valued functions defined on an open interval containing*O*, with*g*nonzero and continuous at*O*. If*fg*and*f/g*are differentiable at*O*, must*f*be differentiable at*O*?" - "Given a triangle with vertices A, B, C, reflect A across B to A', reflect B across C to B', and reflect C across A to C'. What is the ratio of the areas of triangle A'B'C' and triangle ABC? "
- "Suppose that
*x*and*y*are real numbers strictly between*O*and 1. Prove that x+ y^{y}> 1."^{x}

Contacts for this workshop are Professor Xiang Tang (room 112B, Cupples I Hall) and Professor Bender (room 360, Compton Hall).

Another competition, directly related to the Putnam, is the Virginia Tech run VTRMC Mathematics Contest⇨

Contact Professor Ari Stern for details.

For a list of Mathematics workshops, visit our Conferences and Workshops page⇨

For more undergrad news, visit the Undergraduate area of our site⇨