Difference between revisions of "Mustang Math Tournament"

(Results)
(2025 Results)
Line 44: Line 44:
 
| style =”width:75%” | '''Division''' || '''1st Place''' || '''2nd Place''' || '''3rd Place'''
 
| style =”width:75%” | '''Division''' || '''1st Place''' || '''2nd Place''' || '''3rd Place'''
 
|-
 
|-
| '''Foal''' || L.E.K. || KAUT || RMS6
+
| '''Foal''' || xonk xors (90.54) || Spirit of Math G5&6 (79.30) || Mathsters (69.95)
 
|-
 
|-
| '''Colt''' || The Flying Pigs || Bruh-ing Broncos || Lake Norman Charter
+
| '''Colt''' || Spirit of Math Colt Division (105.78) || ||  
 
|-
 
|-
| '''Stallion''' || || 07734 || WCT4
+
| '''Stallion''' || poggies (116.64) || Peashootershoot (104.51) || Rat Eaters (86.27)
|}
 
 
 
{| class="wikitable"
 
|+MMT 2021
 
|- <!-- Start of a new row -->
 
| style =”width:75%” | '''Division''' || '''1st Place''' || '''2nd Place''' || '''3rd Place'''
 
|-
 
| '''Foal''' || Willows 6 || Brazen Bashers || Math Musketeers
 
|-
 
| '''Colt''' || Tyee-7A || MathRocks || Tyee-7B
 
|-
 
| '''Stallion''' || Yam Ice Cream || The Thunderbolts || LACK
 
|}
 
 
 
{| class="wikitable"
 
|+ MMT 2020
 
|- <!-- Start of a new row -->
 
| style =”width:75%” | '''Division''' || '''1st Place''' || '''2nd Place''' || '''3rd Place'''
 
|-
 
| '''Foal''' || Solver || CORONA || Skyblue
 
|-
 
| '''Colt''' || Cosmos Bots || LACKS || EPS Sam
 
|-
 
| '''Stallion''' || Radicals || Pythagoras || Algebros
 
 
|}
 
|}
  

Revision as of 09:20, 24 August 2025

The Mustang Math Tournament (MMT) is an annual middle school competition run by Mustang Math. The tournament is held synchronously both in-person in the Western Washington Area and online.

Structure

Mustang Math Tournament consists of three core events and a Mystery Mare round, all of which are team events. Each event has a duration of approximately 1 hour. Students form teams of up to 4 to participate in all of these events over the course of a day. Based on the grade level of the team members, teams may be placed in either the Foal (6th), Colt (7th), or Stallion (8th) division. In addition to the standard tournament events, Mustang Math also hosts various math-related activities during the tournament, and provides merch to all participants.

Core Events

Past core events of the tournament have included Bingo, Mounting Mayhem (puzzle), Gallop, Herding Hexes. MMT also has a POTD the week leading up to the tournament. The current core events are Herding Hexes, Mounting Mayhem (puzzle), and Relay Rodeo. The core events of each year’s tournament are made public to all contestants. The Mystery Mare round is a MMT unique round. The round structure is changed yearly and is not announced until the day of the tournament. Past Mystery Mare rounds have included pressure and relay events.

Mystery

The Mystery Mare round is a MMT unique round. The round structure is changed yearly and is not announced until the day of the tournament. Past Mystery Mare rounds have included pressure and relay events.

Activities

Mustang Math activities are fun 1-hour sessions during the tournament where students can participate in one of several different activities. These activities all have some correlation to math but aim to show other, more fun, unique, or creative sides to math. Past activities have included Estimathons, Pixel Art, and Origami activities.

Team Structure

While most students competing in MMT are school teams, this is not a requirement. In addition, students may participate in teams of teams.

Awards

Mustang Math Tournament historically recognizes the top 3 teams of each division for every event with themed medals.

Past Tournaments

Statistics

  • 2025: 1346 participants
  • 2024: 992 participants
  • 2023: 907 participants
  • 2022: 628 participants
  • 2021: 229 participants
  • 2020: 195 participants

2025 Results

MMT 2022
Division 1st Place 2nd Place 3rd Place
Foal xonk xors (90.54) Spirit of Math G5&6 (79.30) Mathsters (69.95)
Colt Spirit of Math Colt Division (105.78)
Stallion poggies (116.64) Peashootershoot (104.51) Rat Eaters (86.27)

See Also

External Links

This article is a stub. Help us out by expanding it.