Unique Online Classes & Pre-Recorded Courses

Unlock Your Potential in Algebra 1!

Are you struggling with Algebra 1? Do you feel overwhelmed by equations, functions, and graphs? Look no further! Our comprehensive gig, "Algebra 1: Your Path to Math Confidence," is designed to help you master the fundamentals of Algebra 1 and unlock your math potential.

Lesson 1: Variables and Expressions

• Understanding what variables are (letters representing unknown values) and how to form expressions using them.

Lesson 2: Equations and Inequalities

• Learning to write and solve equations and inequalities, including linear and quadratic equations.

Lesson 3: Functions

• Introduction to the concept of functions, their representations (graphs, tables, equations), and how to evaluate them.

Lesson 4: Graphing

• Understanding how to graph linear equations and inequalities, and interpreting the graphs.

Lesson 5: Systems of Equations

• Solving systems of linear equations using various methods (graphing, substitution, elimination).

Lesson 6: Exponents and Radicals

• Working with exponents and radicals, including simplifying expressions and solving equations involving them.

Lesson 7:  Polynomials

• Understanding polynomials, their operations (addition, subtraction, multiplication, division), and factoring.

Lesson 8:   Rational Expressions

Working with rational expressions, including simplifying, adding, subtracting, multiplying, and dividing them.

Lesson 9: Quadratic Equations

• Solving quadratic equations using factoring, the quadratic formula, and completing the square.

In this engaging and interactive course, learners will explore the foundational concepts of polynomials. We will focus on understanding polynomials in one variable, identifying their zeros, and applying important theorems like the Factor Theorem and Remainder Theorem. Students will also strengthen their algebraic skills by learning and applying Algebraic Identities.

Lesson Name : Polynomials

Course Structure:

• Polynomials in one Variable
• Zeros of polynomials
• Factor Theorem
• Remainder Theorem
• Algebraic Identities

Students would learn how to add, divide, subtract , and multiply .

Lesson 1: Basic Operations

• What are basic operations?
• Types of basic operations
• Relationships between the basic operations
• Addition

Lesson 2: Addition

• Understand the concept of addition as "putting together" or "increasing."
• Solve simple addition problems with single-digit numbers.
• Use real-life examples (e.g., counting objects, fingers).

Lesson 3: Subtraction (1)

• Understand subtraction as "taking away" or "finding the difference."
• Identify subtraction symbols (−, =).
• Solve simple subtraction problems with single-digit numbers.

Lesson 4: Subtraction (2)

• Work on real-world problems (e.g., spending money, comparing amounts).
• Introduce mental math tricks for faster subtraction.

Lesson 5: Multiplication (1)

• Introduce multiplication tables (starting with 2s, 5s, and 10s).
• Use real-life examples (grouping objects, arrays).

Lesson 6: Multiplication (2)

• Apply strategies like repeated addition, arrays, and number patterns.
• Solve multiplication word problems.

Lesson 7: Divison (1)

• Use real-life examples (sharing food, objects).
• Introduce division through equal groups and repeated subtraction.
• Practice simple division facts using drawings and counters.

Lesson 8: Division (2)

• Use visual aids (arrays, number lines).
• Introduce division facts (start with 2s, 5s, and 10s).
• Work on real-world problems (e.g., distributing items)

What you’ll learn:

• Meaning and laws of exponents
• Positive, negative, zero, and fractional exponents
• Simplifying expressions with real-number exponents
• Real-life applications and word problems
• Common mistakes to avoid

It helps students understand how to divide a whole into equal parts and how those parts relate to the whole. Students should be able to identify the numerator (the top number showing the number of parts) and the denominator (the bottom number showing the total number of parts) in a fraction. They can relate it to real-life situations.

Lesson Name : Fraction

• Understanding the concept of fractions.
• Identifying numerators and denominators.
• Recognizing different types of fractions.
• Comparing and ordering fractions.
• Performing operations with fractions.
• Applying fractions in real-life situations.
• Representing fractions visually.
• Converting between fractions and decimals.

Course Structure:

This course is designed to provide a foundational understanding of key geometric Triangle concepts.

• Types of Lines
• Types of Angles
• Types of Triangles
• Congruence properties and rule

I offer engaging and curriculum-aligned Grade 8 Math lessons, worksheets, and assessments tailored to the IGCSE standard. Topics include algebra, geometry, linear equations, mensuration, statistics, and more.

Whether you’re looking for personalised tutoring or high-quality content creation, I’ll help simplify concepts and boost learner confidence for success in IGCSE Mathematics.

Curriculum Details: 

Lesson 1: Number Systems

• Rational and irrational numbers
• Real number properties (commutative, associative, distributive)
• Operations with integers, fractions, decimals
• Exponents and powers
• Square roots and cube roots
• Scientific notation

Lesson 2: Algebra

• Algebraic expressions (like terms, expansion)
• Linear equations in one variable
• Factorization (common factors, identities)
• Introduction to linear equations in two variables
• Simple word problems
• Laws of exponents

Lesson 3: Geometry

• Basics of angles (complementary, supplementary, vertically opposite)
• Triangles and types
• Angle sum property
• Congruence of triangles
• Construction of triangles
• Polygons and quadrilaterals
• Properties of parallelogram, rhombus, square, rectangle

Lesson 4: Mensuration

• Area and perimeter (square, rectangle, triangle)
• Surface area and volume (cube, cuboid, cylinder)
• Conversion of units (cm³ to m³, etc.)

Lesson 5: Coordinate Geometry

• Cartesian plane and plotting points
• Distance between points on a grid
• Area of shapes using coordinates

Lesson 6: Data Handling & Statistics

• Bar graphs, pie charts
• Frequency tables
• Mean, median, mode
• Probability basics (likelihood, simple experiments)

I offer engaging and curriculum-aligned Grade 8 Math lessons, worksheets, and assessments tailored to the IGCSE standard. Topics include algebra, geometry, linear equations, mensuration, statistics, and more.

Whether you’re looking for personalised tutoring or high-quality content creation, I’ll help simplify concepts and boost learner confidence for success in IGCSE Mathematics.

Curriculum Details: 

Lesson 1: Number Systems

• Rational and irrational numbers
• Real number properties (commutative, associative, distributive)
• Operations with integers, fractions, decimals
• Exponents and powers
• Square roots and cube roots
• Scientific notation

Lesson 2: Algebra

• Algebraic expressions (like terms, expansion)
• Linear equations in one variable
• Factorization (common factors, identities)
• Introduction to linear equations in two variables
• Simple word problems
• Laws of exponents

Lesson 3: Geometry

• Basics of angles (complementary, supplementary, vertically opposite)
• Triangles and types
• Angle sum property
• Congruence of triangles
• Construction of triangles
• Polygons and quadrilaterals
• Properties of parallelogram, rhombus, square, rectangle

Lesson 4: Mensuration

• Area and perimeter (square, rectangle, triangle)
• Surface area and volume (cube, cuboid, cylinder)
• Conversion of units (cm³ to m³, etc.)

Lesson 5: Coordinate Geometry

• Cartesian plane and plotting points
• Distance between points on a grid
• Area of shapes using coordinates

Lesson 6: Data Handling & Statistics

• Bar graphs, pie charts
• Frequency tables
• Mean, median, mode
• Probability basics (likelihood, simple experiments)

Are integers confusing? You're not alone—and you're in the right place!
This course will help you fully understand integers using real-life examples, simple explanations, and guided practice. Whether you're just starting or need to strengthen your basics, this is your all-in-one learning experience for mastering integers.

Course Structure:

Lesson 1:  Introduction to Integers

• What are integers? Understanding positive & negative numbers, real-life examples
  Activities: Class discussion, number cards game

Lesson 2:  Representing Integers on the Number Line

• Plotting positive/negative integers on a number line, understanding opposites, and zero’s role

Activities: Number line drawing, integer walk

Lesson 3:  Comparing and Ordering Integers

• Using number lines and inequality signs to compare integers

Activities: Integer ranking game, interactive quiz

Lesson 4:  Absolute Value of Integers

• Understanding distance from zero, solving problems with absolute values

Activities: Real-life examples (elevation, temperature), matching pairs

Lesson 5:  Adding Integers

• Rules for addition using number lines and patterns

Activities: Integer chips model, addition drill

Lesson 6:  Subtracting Integers

• Rules for subtraction and relationship to addition

Activities: Integer chips/subtraction walk, mixed drills

Lesson 7: Multiplying Integers

• Signs, rules, why two negatives make a positive, patterns

Activities: Visual patterns, multiplication grid

Lesson 8: Dividing Integers

• Division rules, dividing negative and positive numbers

Activities: Integer division races, error spotting

Lesson 9: Mixed Operations & Word Problems

• Applying all operations to solve multi-step problems

Activities: Real-world applications, practice test

Lesson 10:  Review + Assessment

• Full review of all topics, assessment quiz, and doubt clearing

Activities: Game-based quiz, feedback session, final worksheet

Curriculum Details: 

Lesson Name:  Triangle
Lesson's Highlights: 

1. Similarity of Triangles

• AAA (Angle-Angle-Angle)
• SSS (Side-Side-Side)
• SAS (Side-Angle-Side)

2. Properties of Similar Triangles

• Area of Similar Triangles

3. Thales Theorem

Lessons schedule: Monday, Wednesday & Friday