• Home
  • Problem of the Week – Problem 1 Solution – October 16, 2017
  • Problem of the Week – Problem 2 Solution – October 30, 2017
  • Problem of the Week – Problem 3 Solution – February 5th, 2017
  • Problem of the Week – Problem 4 Solution – February 22, 2018
  • Problem of the Week – Problem 5 Solution – March 26, 2018
  • Problem of the Week Past Winners
  • Mu Sigma Events
  • Mu Sigma Meetings
  • Mu Sigma Member Spotlight
  • Problem of the Week
  • Video Spotlight
Mu Sigma

Problem 6 – Jack O’ Squares – October 29, 2021

by John Ehrke | Oct 29, 2021 | Problem of the Week

Problem 6 – Jack O’ Squares Consider the following Jack-O-Grid of equally spaced Jack-O-Lanterns. How many squares are there, whose vertices are Jack-O-Lanterns in this grid? Solutions are due by 5:00 PM on Thursday, November 4th.  Please submit all...

Problem 5 – Counting Squash – October 15, 2021

by John Ehrke | Oct 15, 2021 | Problem of the Week

Counting Squash or Smashing Pumpkins (if you are in to that sort of thing). A field contains 25 squash, each of which is either a pumpkin or a zucchini. There are more pumpkins than zucchini. If you go into the field and select two squash at random, the probability...

Problem 4 – A Little Geometry – October 8, 2021

by John Ehrke | Oct 8, 2021 | Problem of the Week

Given the following, find r. Solutions are due to mathpotw@acu.edu by 5:00 PM on Thursday, October 14. Blessings! No correct solutions were submitted. Solution

Problem 3 – A Three Digit Number – September 24, 2021

by John Ehrke | Oct 1, 2021 | Problem of the Week

Problem 3: A Three Digit Number I am thinking of a three digit number. If you subtract 7 from it, the result is divisible by 7; if 8, divisible by 8; and if 9, divisible by 9. What is the number?  Explain how you arrived at your answer. Please submit all problem...

Problem 1 – Leaving for London – September 3, 2021

by John Ehrke | Sep 3, 2021 | Problem of the Week

Leaving For London A version of this problem is attributed to Edouard Lucas, a French nineteenth-century mathematician. Every day at noon a ship leaves London for New York and another ship leaves New York for London.  The trip lasts 7 days and 7 nights.  How many New...

Problem 6 – A Fractional Sum – November 13, 2020

by John Ehrke | Nov 13, 2020 | Problem of the Week

A Fractional Sum Given a positive integer n, which integers can arise as the sum where xi is a strictly increasing sequence of positive integers?   Please submit all solutions to mathpotw@acu.edu by 5:00 PM on Thursday, Dec 2nd.  This will be our final problem of the...
« Older Entries
Next Entries »

Forms and Documents

  • Mu Sigma Constitution (old)
  • Mu Sigma Constitution (updated)
  • Mu Sigma Signup Form

Links

  • Mu Sigma Officer Nominations Form
  • Problem of the Week Archive
  • Problem of the Week Competition
  • Problem of the Week Scoreboard
  • Facebook
  • X
  • RSS

Designed by Elegant Themes | Powered by WordPress