| Day 1 | Chapter 8: Properties of Parallel Lines and Transversals | Concepts of transversal, corresponding angles, alternate angles, and interior angles on the same side | Board drawing using a geometry box/ruler and angle measurement demonstrations | Exercise 4: Questions 1 and 2 |
| Day 2 | Chapter 8: Properties of Parallel Lines and Transversals | Theorems and properties related to parallel lines | Hands-on verification of alternate and corresponding angles using cardboard models (Z and F shapes) | Exercise 4: Problems 3 to 7 |
| Day 3 | Chapter 9: Relationship Between Two Sides and Opposite Angles of a Triangle | Theorem proving that the sides opposite to equal angles of a triangle are equal | Hands-on proof by folding triangle cutouts on tracing paper and art paper | Exercise 9: Exercises 1 and 2 |
| Day 4 | Chapter 9: Relationship Between Two Sides and Opposite Angles of a Triangle | Applications and rider proofs regarding angle bisectors and perpendiculars | Step-by-step analysis of geometric proofs on the chalkboard | Exercise 9: Proofs 3 to 8 |
| Day 5 | Chapter 10: Rule of Three (Tri-Rashi) | Direct and inverse variation relationships between two quantities, and single Rule of Three | Using real-life examples (e.g., number of notebooks vs. total cost) | Exercise 10.1: Problems 1 to 6 |
| Day 6 | Chapter 10: Rule of Three (Tri-Rashi) | Compound Rule of Three method applied to three or more quantities | Step-by-step determination of relationships and table formulation for problem-solving | Exercise 10.2: Selected problems |
| Day 7 | Chapter 11: Percentage | Basic concept of percentages, and conversion between fractions and percentages | Discussion using real-life examples of everyday shopping and discounts | Textbook activity "Let's Do It" 11.1 and 11.2 |
| Day 8 | Chapter 11: Percentage | Percentage increase, decrease, and real-life income-expenditure problems | Solving problems using both unitary method and proportional method comparisons | Exercise 11: Selected problems |
| Day 9 | Chapter 12: Mixture | Concept of mixtures, ratio of components, and proportional share | Explaining concepts with practical examples (e.g., different tea blends or syrup solutions) | Exercise 12: Problems 1 to 5 |
| Day 10 | Chapter 12: Mixture | Addition/removal of ingredients and combining two different mixtures | Application of proportional shares and formulation of algebraic equations | Exercise 12: Problems 6 to 15 |
| Day 11 | Chapter 13: Factorization of Algebraic Expressions | Algebraic identities and middle-term factorization | Presentation using area concepts with colored square and rectangular paper cutouts | Exercise 13.1: Mathematical problems |
| Day 12 | Chapter 13: Factorization of Algebraic Expressions | Factorizing quadratic expressions of the form $mx^2 + px + q$ | Practicing the difference of two squares method ($a^2 - b^2$) | Exercise 13.2: Selected problems |
| Day 13 | Chapter 14: H.C.F. and L.C.M. of Algebraic Expressions | Prime factorization of algebraic expressions and finding H.C.F. | Comparing powers of common factors (highest common factor analysis) | Exercise 14: Questions 1 and 3 |
| Day 14 | Chapter 14: H.C.F. and L.C.M. of Algebraic Expressions | Finding L.C.M. of algebraic expressions and joint applications of H.C.F. & L.C.M. | Determining L.C.M. through factor tree/structure models | Exercise 14: Questions 2, 4, and 5 |
| Day 15 | Chapter 15: Simplification of Algebraic Expressions | Lowest form of algebraic fractions, multiplication, and division | Teaching cancellation techniques for common factors in numerators and denominators | Exercise 15: Problems 1 to 3 |
| Day 16 | Chapter 15: Simplification of Algebraic Expressions | Addition, subtraction, and simplification of complex algebraic fractions | Steps involved in simplification by finding common denominators via L.C.M. | Exercise 15: Remaining problems |
| Day 17 | Chapter 16: Verification of Angles and Sides of a Triangle | Theorems on exterior/interior angle relations and angle sum property of triangles | Hands-on paper cutting and measuring angles with a protractor | Exercise 16.1: Problems 1 to 7 |
| Day 18 | Chapter 16: Verification of Angles and Sides of a Triangle | Relationship between the largest angle and side opposite to it | Demonstrating side-angle inequalities using rulers and protractors | Exercise 16.2: Problems and rider proofs |
| Day 19 | Chapter 17: Time and Work | Relationship between time and work, inverse/direct variation between workers and work volume | Step-by-step problem-solving using proportional and unitary methods | Exercise 17.1: Problems |
| Day 20 | Chapter 17: Time and Work | Compound time-work problems involving daily working hours and days; overall review | Blackboard problem-solving for multi-variable time-work problems and a quick class quiz | Exercise 17.2 & overall revision |