1. Linear Equations
in Two Variables
Content: Understanding the concept of linear equations, graphing
lines, and solving systems of equations.
Objective: To develop skills in formulating and solving linear
equations, and interpreting their graphical representations.
2. Quadratic Equations
Content: Solving quadratic equations using various methods such as
factoring, completing the square, and the quadratic formula.
Objective: To understand the properties of quadratic equations and
their graphs (parabolas), and apply them in reallife situations.
3. Arithmetic Progression (AP)
Content: Definition and properties of arithmetic progressions, and
formulas to find the nth term and the sum of the first n terms.
Objective: To apply AP concepts in problem solving and to recognize
patterns in numerical sequences.
4. Financial Planning
Content: Concepts of budgeting, saving, interest (simple and compound),
and financial decision making.
Objective: To equip students with practical financial skills and
the importance of planning for future expenses.
5. Probability
Content: Introduction to probability, experimental vs. theoretical
probability, and basic probability rules.
Objective: To understand the fundamental principles of probability
and apply them to realworld scenarios.
6. Statistics
Content: Collection, representation, and interpretation of data;
measures of central tendency (mean, median, mode); and measures of dispersion
(range, variance, standard deviation).
Objective: To analyze data critically and make informed decisions
based on statistical information.
7. Similarity
Content: Understanding the concept of similarity in geometric
figures, including properties and criteria for similarity of triangles.
Objective: To apply similarity in solving geometric problems and to
understand scale factors.
8. Pythagoras Theorem
Content: Statement and proof of the Pythagorean theorem and its
applications in solving problems involving right triangles.
Objective: To develop spatial reasoning and apply the theorem in
practical situations, such as in construction and navigation.
9. Circle
Content: Properties of circles, including chords, arcs, tangents,
and theorems related to circle geometry.
Objective: To understand the significance of circles in geometry
and apply related theorems to solve problems.
10. Geometric Constructions
Content: Techniques for constructing geometric figures using
compass and straightedge, including angles, triangles, and circles.
Objective: To develop precise construction skills and understand
the properties of geometric figures.
11. Coordinate Geometry
Content: Basics of the Cartesian coordinate system, plotting
points, and finding the distance and midpoint between points.
Objective: To analyze geometric shapes using coordinate systems and
solve algebraic equations graphically.
12. Trigonometry
Content: Understanding trigonometric ratios, identities, and their
applications in solving triangles and realworld problems.
Objective: To apply trigonometric concepts in various fields,
including physics, engineering, and architecture.
13. Mensuration
Content: Formulas for calculating the area, surface area, and
volume of various geometric shapes (squares, rectangles, triangles, circles,
and solids).
Objective: To develop problem solving skills related to measurement
and reallife applications in construction and design.
