Intermediate Math League of Eastern Massachusetts

Last updated

The Intermediate Math League of Eastern Massachusetts (or IMLEM) is a math league for middle schools across Eastern Massachusetts. A brief history of IMLEM is given in its By-Laws: [1]

Contents

The first contest of the Intermediate Math League was held in March, 1965. This meeting was viewed as an experiment to determine the advisability of this type of academic competition for the age levels of students in grades 7 through 9. Enthusiasm and commitment to the contest idea spread quickly. Throughout the years, the League has grown in membership from ten to forty three schools. Students have the honor of representing their school in an academic competition, while interacting academically and socially with students from other communities. Advisors have the opportunity to discuss and compare their programs in mathematics. In 1986, the academic competition was redesigned to accommodate the regional change from junior high schools to middle schools. Teams then consisted of students in grades 7 and 8. Sixth grade students were allowed to participate as seventh graders.

Schools

As of 2017, 86 different schools attend the competition. Each school is allowed to send more than 1 team and each team can consist of at most 10 people. Alternates, people who are not officially part of team, can be taken too. There are a total of 15 different geographic clusters of schools and there is even a cluster of schools from Pennsylvania. The schools are then separated into different divisions with the schools in each division be approximately the same level. Schools can then make their way up through divisions to try to get into the top division, which is the Lexington Division. In total there are 13 divisions.

Schools may send more than one team, however no student can compete on more than one team in a year. Also, a school may send alternates to gain the experience of a meet. [1]

Meets

IMLEM has five meets every year, one in October, November, January, February, and March. For the first three meets, no calculators or external aids of any sort are allowed for any round. However, for the last two meets, calculators without programming or graphing capabilities, and without a QWERTY keyboard, are allowed for all rounds. [1]

Meets are held at distinct locations for each of the ten geographic clusters. Schools within the clusters generally hold at most one of the meets. Each of the meets are generally held on the same day by all clusters; however for scheduling conflicts, schools may host meets on other days.

There are five individual categories, and they are: Mystery, Geometry, Number Theory, Arithmetic, and Algebra. Each individual round contains three questions, varying in content but focusing on topics published by the test writer. Questions in individual rounds are worth 2 points each. (Before this was the case, questions would be worth the question number, i.e., one point for question one, two points for question two and three points for question three.) Students are given 10 minutes to complete the round, along with a 1-minute warning. [1]

The sixth category is a 15-minute team round that consists of six or nine questions (The amount of questions is unknown before the round starts). The entire team collaborates to solve each of the questions. The questions are usually based on topics from the five individual rounds with some extra knowledge required to solve other questions.

Students take three individual categories, and no more than six students on a team may take a single category. In a round, the maximum score for an individual is 6, and the maximum score for a team is 36. It follows that the maximum individual score is 18, and the maximum team score is 216. [1]

18s are not uncommon, and each meet sees many individuals who get 18s. Coming into the 2004-05 school year, a score above 200 had been achieved only five times: twice by Diamond Middle School, twice by Clarke Middle School, and the long-standing record of 205 set by Marblehead in 1983. (This was when individual rounds were weighted 1-2-3 instead of 2-2-2.) The first meet of 2004-05 saw two teams score 200: Clarke scored 200, and Diamond shattered the record by scoring 212. Diamond scored perfect 36s in each of the rounds except for round 3 (number theory), in which 2 students each got a question wrong.

The 2007-08 season saw Clarke Middle School shatter many records, recent and not alike. Firstly, Clarke scored 1006 for the year, which is an average of 201.2 per meet. [2] This broke the previous record set by Diamond back in the 2004-05 year. Secondly, they outscored second place Diamond by 122 points, also breaking a Diamond record, this one set in 2005-06. This is in part an effect of the test-writers' push to make problems easier so as to encourage more participation. [3]

Each of the meets follows the following basic format. Each of the teams arrive usually by 3:15, and after snacks, the five individual rounds are held in succession. After that, a fifteen-minute team round is conducted. For all rounds, alternates and regulars are split. Finally, awards are distributed and teams should depart around 5:30.

Topics

IMLEM Topics (As of 2007-08) [4]
MeetCat 1Cat 2Cat 3Cat 4Cat 5
MysteryGeometryNumber TheoryArithmeticAlgebra
1?Angle measures in plane figures including supplements and complementsDivisibility rules, factors, primes, compositesOrder of operations; mean, median, mode; rounding; statisticsSimplifying and evaluating expressions; solving equations with 1 unknown including identities
2?Area and perimeter of polygonsGCF, LCM, prime factorizationFractions, terminating and repeating decimals, percentsWord problems with 1 unknown; working with formulas; reasoning in number sentences
3?Properties of polygons; Pythagorean TheoremBases, scientific notationIntegral powers (positive, negative, and zero), roots up to the sixthAbsolute value; inequalities in one variable including interpreting line graphs
4?Properties of circlesModular arithmetic, series and sequencesPercent applications:
  • find percent of a number,
  • find what percent a number is of another,
  • find a number where the percent of that number is known,
  • find percent of change,
  • compound interest
Word problems (linear, including direct proportions or systems)
5?Solid geometry (volume and surface area)Set theory, Venn diagramsCombinatorics and ProbabilitySolving quadratics with rational solutions, including word problems

Divisions

IMLEM Divisions (As of 2013-14) [5] [6]
DivisionSchoolTeamClusterChampionships (INCOMPLETE)†
Lexington Lexington - Clarke 8
Lexington - Diamond 8
Euclidean Meadowbrook - Weston 3
Winchester McCall 8
Newton - Brown 7
Carlisle Middle School 6
Westford Stony Brook 6
Pythagorean Westborough - Gibbons 1 and 29
Belmont - Chenery 8
Sharon 1 and 210
Weston 3
AMSA Charter 9
Pascal Andover - Doherty
Andover - West 6
Newton - Bigelow
Worcester Academy 9
Newton - Oak Hill 7
Fibonacci Sudbury Curtis MS 1 and 211
Wayland 3
Reading - Parker 4
Lincoln 8
BB&N 8
Jewish Community Day School 7
Da Vinci Northborough - Melican 9
Masconomet Regional 12
Natick - Wilson 1 and 23
Reading - Coolidge 1 4
Framingham - Walsh 11
Melrose - Veterans Memorial Middle School 4
Gauss Newton - Day
Concord 11
Andover - Wood Hill 6
Franklin - Horace Mann 1 and 210
Hampstead 1
Mosca Amesbury 1
Shore Country Day [7] 2
Marblehead - Veterans 5
Brookline - Heath 7
Norfolk - King Philip MS 10
Hypatia Beverly - Briscoe 2
Tewksbury - Wynn 6
Swampscott 5
Triton Regional MS [8] 1
Ipswich 12
Gardner Manchester Essex 1 and 212
Mansfield - Qualters 1 and 210
Lynnfield 4
Hamilton Wenham - Miles River Regional 12
Newburyport Nock 1 and 21
Natick Kennedy 3
Noether Beverly - Waring School 2
Stoneham 4
West Newbury - Pentucket Regional 1
St. Mary Danvers 1 and 22
Norwood Coakley 10
Ramanujan Reading Coolidge 2 4
Rockport 12
Austin Prep 4
Lynn Pickering 1 and 25
St. John Peabody 2
Liu Hui Framingham - Fuller 11
Lynn Breed 1 and 25
Lynn Marshall 5
Abby Kelley Foster Charter
Framingham Cameron
undecided Saugus 5
Cambridge Friends School 7
Westford - Blanchard 6

† Year indicated is that of the end of that school year (i.e., 2007 represents the 2006-07 school year).

Notes and references

  1. 1 2 3 4 5 "IMLEM By-Laws, March 2003". Archived from the original on 2008-08-13. Retrieved 2008-07-05.
  2. "Jonas Clarke Math Team".
  3. "IMLEM Minutes". Archived from the original on 2012-02-13. Retrieved 2011-12-29.
  4. "Categories or Topics for Meets, 2007-2008". Archived from the original on 2008-08-15. Retrieved 2008-07-05.
  5. "IMLEM Scoring Divisions 2013-2014". Archived from the original on 2015-02-21. Retrieved 2015-03-08.
  6. "IMLEM Geographic Clusters 2013-2014". Archived from the original on 2015-02-06. Retrieved 2015-03-08.
  7. "Shore Country Day: private Pre-Kindergarten, (Readiness) Kindergarten, Elementary and Middle School in Beverly Massachusetts". Archived from the original on 2008-07-02. Retrieved 2008-07-05.
  8. "Triton Regional Middle School".

Related Research Articles

ACSL, or the American Computer Science League, is an international computer science competition among more than 300 schools. Originally founded in 1978 as the Rhode Island Computer Science League, it then became the New England Computer Science League. With countrywide and worldwide participants, it became the American Computer Science League. It has been in continuous existence since 1978. Each yearly competition consists of four contests. All students at each school may compete but the team score is the sum of the best 3 or 5 top scores. Each contest consists of two parts: a written section and a programming section. Written topics tested include "what does this program do?", digital electronics, Boolean algebra, computer numbering systems, recursive functions, data structures, lisp programming, regular expressions and Finite State Automata, bit string flicking, graph theory, assembly programming and prefix/postfix/infix notation.

Mathcounts, stylized as MATHCOUNTS, is a nationwide middle school mathematics competition held in various places in the United States. Its founding sponsors include the CNA Foundation, the National Society of Professional Engineers, and the National Council of Teachers of Mathematics.

United States Academic Decathlon organization

The Academic Decathlon is the only annual high school academic competition organized by the non-profit United States Academic Decathlon (USAD). The competition consists of seven objective multiple choice tests, two subjective performance events, and an essay. Academic Decathlon was created by Robert Peterson in 1968 for local schools in Orange County, California and was expanded nationally in 1981 by Robert Peterson, William Patton, first President of the new USAD Board; and Phillip Bardos, Chairman of the new USAD Board. That year, 17 states and the District of Columbia participated, a number that has grown to include most of the United States and some international schools. Patton and Bardos served on the board in these two executive positions for the first 10 years of the USAD and not only personally contributed significantly both financially and in personal effort to the organization in those early day when there were no corporate sponsors they, along with Robert Peterson, were the major three factors in bringing corporate sponsors to the program during these challenging growth years eventually resulting in a financially self sustaining organization. In 2015 Academic Decathlon held its first ever International competition in Shanghai, China. Once known as United States Academic Decathlon, on March 1, 2013, it began operating as the Academic Decathlon.

The American Mathematics Competitions (AMC) are the first of a series of competitions in secondary school mathematics that determine the United States team for the International Mathematical Olympiad (IMO). The selection process takes place over the course of roughly four stages. At the last stage, the Mathematical Olympiad Summer Program (MOP), the United States coaches select six members to form the IMO team. The United States Math Team of 1994 is the only team ever to achieve a perfect score, and is colloquially known as the "dream team".

The National Middle School Science Bowl is a middle school academic competition, similar to Quiz Bowl, held in the United States. Two teams of four students each compete to answer various science-related questions. In order to determine which student has the right to answer the question, a buzzer system is used, similar to those seen on popular television game shows such as Jeopardy!. The National Middle School Science Bowl has been organized and sponsored by the United States Department of Energy since the competition's inception in 2002.

Texas Assessment of Knowledge and Skills

The Texas Assessment of Knowledge and Skills (TAKS) was the fourth Texas state standardized test previously used in grade 3-8 and grade 9-11 to assess students' attainment of reading, writing, math, science, and social studies skills required under Texas education standards. It is developed and scored by Pearson Educational Measurement with close supervision by the Texas Education Agency. Though created before the No Child Left Behind Act was passed, it complied with the law. It replaced the previous test, called the Texas Assessment of Academic Skills (TAAS), in 2002.

Knowledge Bowl is the name for several interdisciplinary academic quiz bowl-like competitions across the United States and the world. The questions for many Knowledge Bowl competitions are supplied by the Academic Hallmarks company of Durango, Colorado.

The Minnesota State High School Mathematics League is the premier high school mathematics league in the state of Minnesota. It was founded in 1980 by Macalester College professor Wayne Roberts. The league holds five statewide tournaments per year from November through February, as well as a state tournament in March.

The Knowledge Master Open was a computer-based semiannual worldwide academic competition produced by Academic Hallmarks. During KMO competitions, teams of students from many schools earned points by answering multiple-choice questions quickly and accurately. The questions included fifteen subject areas: American history, world history, government, recent events, economics & law, geography, literature, English, math, physical science, biology, earth science, health & psychology, fine arts, and useless trivia.

The Harvard–MIT Mathematics Tournament (HMMT) is an annual high school math competition that started in 1998. The location of the tournament, in Cambridge, Massachusetts, alternates between Harvard University and MIT. The contest is written and staffed almost entirely by Harvard and MIT students.

Current Issues and Events is one of several academic events sanctioned by the University Interscholastic League. The contest began in the 1990-91 scholastic year.

The Rhode Island Mathematics League (RIML) competition consists of four meets spanning the entire year. It culminates at the state championship held at Cranston High School West. Top schools from the state championship are invited to the New England Association of Math Leagues (NEAML) championship.

Number Sense is one of several academic events sanctioned by the University Interscholastic League. It is also a competition held by the Texas Math and Science Coaches Association, using the same rules as the UIL. It is one of the UIL's oldest academic competitions: the first state title was awarded in 1943.

Calculator Applications is one of several academic events sanctioned by the University Interscholastic League (UIL) in Texas, USA. It is also a competition held by the Texas Math and Science Coaches Association, using the same rules as the UIL.

In the US state of Texas science is one of several academic events sanctioned by the University Interscholastic League. It is also a competition held by the Texas Math and Science Coaches Association, using the same rules as the UIL.

Mathematics is one of several academic events sanctioned by the University Interscholastic League. It is also a competition held by the Texas Math and Science Coaches Association, using the same rules as the UIL.

Literary Criticism is one of several academic events sanctioned by the University Interscholastic League in Texas, USA. The contest began in the 1986–87 school year.

Lexington Public Schools is a public school district in Lexington, Massachusetts, United States. The district consists of six elementary schools, two middle schools, and a high school. Each elementary and middle school is named after an important figure in Lexington's history.

Rocket City Math League (RCML) is a student-run mathematics competition in the United States. Run by students at Virgil I. Grissom High School in Huntsville, Alabama, RCML gets its name from Huntsville's nickname as the "Rocket City". RCML was started in 2001 and has been annually sponsored by the Mu Alpha Theta Math Honor Society. The competition consists of 3 individual rounds and a team round that was added in 2008. It is divided into 5 divisions named for NASA programs: Explorer (pre-algebra), Mercury, Gemini (geometry), Apollo, and Discovery (comprehensive).

The Worcester County Mathematics League (WOCOMAL) is a high school mathematics league composed of 32 high schools, most of which are in Worcester County, Massachusetts. It organizes seven mathematics competitions per year, four at the "varsity" level and three at the "freshman" level. In the 2013-14 school year, WOCOMAL began allowing older students to compete in the freshman level competitions, calling this level of participation "junior varsity."