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NeoMaths Level 2 Student App (2025)
NeoMaths Level 2 Student License provides 12 months of digital learning, with each lesson including Pre/Post Tests, an eBook, a Teaching Video, an Objective Quiz, and 2 HTML Games. There are 11 modules covering 96 lessons covering pre-algebra, algebra, and geometry.
NeMaths Level 2
Student App
NeoMaths Level 2 Student License provides 12 months of digital learning, with each lesson including Pre/Post Tests, an eBook, a Teaching Video, an Objective Quiz, and 2 HTML Games. There are 11 modules covering 96 lessons covering pre-algebra, algebra, and geometry.
The modules and lessons are:
Module 01: Pythagoras' Theorem
L1 - Right Triangle: Finding the Length of the Side
L2 - The Pythagorean Theorem
L3 - Problem-Solving: The Pythagorean Theorem
L4 - Determining a Right Triangle
L5 - Using the Converse of the Pythagorean Theorem
L6 - Using the Converse of the Pythagorean Theorem
Module 02: Pythagoras' Theorem
L1 - Types of Real Numbers
L2 - Rational Numbers and Irrational Numbers
L3 - Finding Squares and Square Roots
L4 - Estimating Square Roots
L5 - Identifying Real Numbers
L6 - Square Roots: Solving Equations
L7 - What are Cube Roots?
L8 - Factoring Cube Roots and Comparing
Module 03: Prisms and Cylinders
L1 - Prisms: Finding the Lateral and Surface Areas
L2 - Volumes of Prisms
L3 - Prisms and Cylinders
L4 - Lateral and Surface Area of Cylinders
L5 - Volumes of Cylinders
L6 - Finding the Volumes of Pyramids and Cones
Module 04: Geometric Transformation
L1 - Transformations: Translations
L2 - Drawing Translated Images
L3 - Finding the Coordinates of Vertices
L4 - Magnitudes and Directions of Vector
L5 - Performing Translations with Vector
L6 - Recognizing Lines of Symmetry
L7 - Drawing Reflected Images
L8 - Transformations: Reflections and Dilations
L9 - Drawing Rotated Images
L10 - Identify Figures with Rotational Symmetry
L11 - Degree of Rotation and Center of Rotation
Module 05: Exponents
L1 - What are the properties of exponents?
L2 - Exponents: Factoring Exponents using Prime Factorization
Module 06: Polynomials
L1 - Types of Polynomials
L2 - Identifying and Classifying Polynomials
L3 - Degree of a Polynomial
L4 - Degree of a Polynomial: Arranging Terms
L5 - Adding Polynomials
L6 - Subtracting Polynomials
L7 - Multiplying Monomials
L8 - Monomials: Simplifying Expressions
L9 - Monomial Division: Simplifying Expressions
L10 - Polynomials: Multiplication by Monomial
L11 - Product of a Monomial and a Polynomial
L12 - Solving Equations Involving Polynomials
L13 - Multiplying Polynomials: The Distributive Property
L14 - Multiplying Polynomials: FOIL Method
L15 - Dividing a Polynomial by a Monomial
Module 07: Statistics 2.0
L1 - Introduction to Dot Plot
L2 - Display Data in Stem-and-leaf Plots
L3 - Interpret Data in Stem-and-leaf Plots
L4 - Display and Interpret Data in a Histogram
L5 - Using Mean, Median, and Mode
L6 - Using Measures of Central Tendency in Statistics
L7 - Solving Mixture Problems
Module 08: Congruence
L1 - Identify Congruent Triangles and Their Parts
L2 - Identify and Label Congruent Triangles
L3 - Triangle Congruence: SAS Postulate
L4 - Triangle Congruence: ASA and AAS
L5 - Triangle Congruence: SSS Postulate
L6 - Triangle Congruence: RHS Postulate
Module 09: Introduction to Parallel Lines
L1 - Identifying Parallel Lines
L2 - Identifying Perpendicular Lines
L3 - Angles Formed by Parallel Lines and a Transversal
L4 - Relationships in Angles
L5 - Identifying Relationships Between Pairs of Lines
L6 - Identifying a Transversal
L7 - Naming Angles Formed by a Transversal
L8 - Finding Measures of Congruent Angles
Module 10: Geometric Proofs
L1 - Conjectures Based on Inductive Reasoning
L2 - If-Then Statements
L3 - Related Conditionals
L4 - Truth Values of Conjunctions and Disjunctions
L5 - Constructing Truth Tables
L6 - Laws of Detachment and Syllogism
L7 - Identify and Use Basic Postulates
L8 - Paragraph Proofs Using Postulates
L9 - Use Algebra to Write Two-Column Proofs
L10 - Proving Segment Addition and Segment Congruence
L11 - Supplementary and Complementary Angles
L12 - Congruent and Right Angles
L13 - Recognize and Apply the Properties of Parallelograms
L14 - Conditions for Parallelogram
L15 - Parallelogram in the Coordinate Plane
L16 - Recognizing the Properties of Rectangles
L17 - Parallelograms as Rectangles
L18 - Properties of Rhombi
L19 - Properties of Squares
L20 - Recognizing the Properties of Trapezoids
L21 - Isosceles Trapezoids
L22 - Prove Theorems Using Coordinate Proofs
Module 11: Factorization of Second-Degree Polynomials
L1 - The Distributive Property: Factoring Polynomials
L2 - Factoring Trinomials: ax2+bx+c
L3 - Trinomials: x2+bx+c
L4 - Factoring Perfect Square Trinomials
L5 - Binomial Difference of Squares