- Foundation of Algebra or Pre-Algebra (School Based) or Grade 6/7 Math
- VDOE-Aligned Algebra I | Virginia Department of Education
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- Algebra Elementary I Algebra Honors 1.5
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- MOEMS- Kangaroo Training & Practice | Math Olympiads for Elementary & Middle Schools
- MathCounts Chapter & AMC 8 Concept Practice
- MathCounts State, AMC 10 Concept Practice & AIME Prep
- SOL Geometry Exam Prep – Master the Standards
- MOEMS - Kangaroo Exam Prep | Mathematical Olympiads for Elementary & Middle Schools
- MathCounts Chapter & AMC 8 -Exams
- MathCount State & AMC10 -Exams
- SOL Exam Prep – Master the Standards
- TA Elementary Division Theory - Contest Years 2001-02 to 2025-26
- TA ACSL Junior Division Theory - Contest Years 2001-02 through 2025-26
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- TA Classroom Division Theory - Contest Years 2001-02 to 2025-26
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- TA Intermediate Division Coding - Contest Years 2001-02 to 2025-26
- TA Intermediate Division Theory & Coding - Contest Years 2001-02 to 2025-26
- ACSL Senior Division Theory - Contest Years 2001-02 through 2025-26
- ACSL Senior Division Coding - Contest Years 2001-02 through 2025-26
- TA Senior Division Theory & Coding - Contest Years 2001-02 to 2025-26
- TA Junior Division Theory - Contest Years 2001-02 to 2023-24
MOEMS - Kangaroo Exam Prep | Mathematical Olympiads for Elementary & Middle Schools
Mathematical Olympiads for Elementary and Middle Schools (MOEMS) is a worldwide math competition organized by a not-for-profit foundation with the same name. Two dozen other nations also participate in this competition. There are two divisions: Elementary and Middle School. Elementary-level problems are for grades 4 to 6, and Middle School–level problems are for grades 7 to 8. However, students from grades 4 to 6 may also participate in the Middle School division. Olympiad Schedule: Olympiad 1: October 1 to October 31, 2022 Olympiad 2: November 1 to November 30, 2022 Olympiad 3: December 1 to December 31, 2022 Olympiad 4: January 1 to January 31, 2023 Olympiad 5: February 1 to February 28, 2023
Some sample of problem from this course with their details solution.
Problem: Evaluate: 51 – 33 + 42 – 33 + 24 – 33 + 15 – 33. ( Source: 2020 Contest 1 division E Q1)
Solution : Strategy: Find the difference between each pair of numbers and then find the sum.
Notice that each pair (51 – 33) + (42 – 33) + (24 – 33) + (15 – 33) = (+18) + (+9) + (– 9) + (–18).
The differences result in two pairs of additive inverses, (+28) + (–28) + (+9) + (–9), which sum to 0.
METHOD 2 Strategy: Use the Commutative and Associative Properties to find the sum of the positive numbers and the sum of the negative numbers and then combine them.
Looking at the problem, there are four groups of −33: 4 ✕ (−33) = −132. Also, there are two groups of +66 (15 + 51 and 24 + 42): 2 ✕ (+66) = +132. It follows that (−132) + (+132) = 0.
METHOD 3 Strategy: Do the arithmetic left to right.
Notes: Details to be filled: Students name, Grade, Name of school, City or town, State, Check box needs to be ticked, Name/Title of Administrator, Signature and Date. Moems Details Form
Hundreds of thousands of students participate annually in MOEMS events. We at our academy will help you to prepare for the exam with the help of our best educators.
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Rate $120-$160 per month Teacher assistant included in summer
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The competition is initializing from July 2022 to October 2022 at 11:59 PM ET.
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You can go through the details on the official website, the list provided above. Register on our website.