NYMC HSA+
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WEEK 1
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In-Class Topics:
Optional Assessments:
🚀 Alcumus Number Theory:
Create & Link Accounts with Ms. Lin:
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Mandatory Assessments: (due by Oct 20)
📅 MATHCOUNTS Trainer (Level Up to Chapter) 🚀 Alcumus Number Theory:
🌐 Applying Divisibility Rules 🌐 Deriving Divisibility Rules 🌐 Identifying Missing Digits 🌐 Even and Odd Numbers 🌐 Modular Arithmetic Operations Warmup 🌐 Modular Arithmetic - Addition & Subtraction 🌐 Modular Arithmetic - Parity 🌐 Modular Arithmetic - Multiplication 🌐 Modular Arithmetic - Exponentiation |
WEEK 2
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In-Class Topics:
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Mandatory Assessments: (due by Oct 27)
📅 MATHCOUNTS Trainer (Level Up to State) 🚀 Alcumus Number Theory:
🌐 Prime Factorization 🌐 Prime Factor Trees 🌐 Perfect Squares, Cubes, and Powers 🌐 Counting Divisors 🌐 Factors/Divisors Problem Solving 🌐 Factors/Divisors Challenges: Level 1 2 |
WEEK 3
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In-Class Topics:
Mandatory Assessments: (due by Nov 3)
📅 MATHCOUNTS Trainer (Level Up to National) 🚀 Alcumus Number Theory:
🌐 GCD/LCM Warmup 🌐 Greatest Common Divisor 🌐 Lowest Common Multiple 🌐 Relationship between GCD/LCM 🌐 GCD/LCM Problem Solving 🌐 Euclidean Algorithm |
WEEK 4
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In-Class Topics:
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Mandatory Assessments: (due by Nov 10)
📅 MATHCOUNTS Trainer (Level Up to National 5) 🌐 Linear Diophantine Equations 🌐 Chinese Remainder Theorem 🌐 System of Diophantine Equations 🌐 LDE Challenges: Level 2 Optional Assessments:
🌐 Chicken McNugget Theorem 🌐 Stars and Bars 🌐 Transformations 🌐 Integer Equations with Restrictions 🌐 Cryptogram - Problem Solving 🌐 LDE Challenges: Level 3 4 |
WEEK 5
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In-Class Topics:
Mandatory Assessments: (due by Nov 17)
📅 MATHCOUNTS Trainer (Level Up to National 10) 🚀 Alcumus Number Theory:
🌐 Greatest Common Divisor 🌐 Lowest Common Multiple 🌐 Relationship between GCD & LCM 🌐 GCD/LCM Problem Solving 🌐 Euclidean Algorithm 🌐 GCD/LCM Challenges: Level 1 2 |
WEEK 6
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In-Class Topics:
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Mandatory Assessments: (due by Nov 24)
📅 MATHCOUNTS Trainer (Level Up to Nat 15) 🚀 Alcumus Algebra:
🌐 Distributive Property - Multiple Terms 🌐 Multiplying Quadratics 🌐 Quadratic Factoring 🌐 Solve by Quadratic Formula 🌐 Quadratic Word Problems 🌐 Quadratic Problem Solving 🌐 Quadratic Challenges: Level 2 |
WEEK 7
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In-Class Topics:
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Mandatory Assessments: (due by Dec 1)
📅 MATHCOUNTS Trainer (Level Up to Nat 20) 🚀 Alcumus Algebra:
🌐 Discriminant of a Quadratic 🌐 Determining Types of Roots 🌐 Repeated Roots 🌐 Range of Solutions 🌐 Quadratic Discriminant Problem Solving 🌐 Quadratic Discriminant Challenges Level: 2 🌐 Completing the Square 🌐 Finding the Vertex of a Parabola 🌐 Completing the Square Applications 🌐 Completing the Square Problem Solving 🌐 Optimization Problems |
WEEK 8
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In-Class Topics:
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Mandatory Assessments: (due by Dec 8)
📅 MATHCOUNTS Trainer (Level Up to Nat 25) 🚀 Alcumus Geometry:
🌐 Classification by Angles 🌐 Classification by Sides 🌐 Equilateral Triangles 🌐 Isosceles Triangles 🌐 Properties of Triangles Warmup 🌐 Sum of Angles 🌐 Triangle Inequality 🌐 Pythagorean Theorem 🌐 Calculating Triangular Area 🌐 Triangles Problem Solving 🌐 Types of Triangles Challenges: Level 1 2 🌐 Properties of Triangles Challenges: Level 1 2 🌐 Heron's Formula |
WEEK 9
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In-Class Topics:
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Mandatory Assessments: (due by Dec 15)
📅 MATHCOUNTS Trainer (Level Up to Nat 30) 🚀 Alcumus Geometry:
🌐 Identifying Congruent Triangles 🌐 Identifying Similar Triangles 🌐 Comparing Similar Triangles 🌐 Similar Triangles Problem Solving 🌐 Similar Triangles Challenges: Level 1 2 |
WEEK 10
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In-Class Topics:
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Mandatory Assessments:
📅 MATHCOUNTS Trainer (+1 Level in National) 🌿 Recursive formulas for arithmetic sequences 🌿 Explicit formulas for arithmetic sequences 🌿 Converting between forms of arithmetic sequences 🌿 Recursive formulas for geometric sequences 🌿 Explicit formulas for geometric sequences 🌿 Converting between forms of geometric sequences 🌿 Sequences word problems 🌐 Finding Specific Terms 🌐 Finding the General Term 🌿 Sequences review 🌿 Sequence convergence/divergence 🌿 Summation notation intro 🌿 Arithmetic series 🌿 Finite geometric series 🌿 Partial sums intro 🌿 Partial sums & series 🌿 Infinite geometric series 🌿 Series basics challenge 🚀 Alcumus Algebra:
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FALL 2018
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