Goa SSC Syllabus 2025-26 has been released online at gbshse.in. You can find the syllabus PDF for the main subjects included in the curriculum. There are a total of 5 main subjects included in the Goa SSC curriculum, namely a first language subject, followed by a second language subject, and then Mathematics, Science, and Social Science. You can also choose one elective subject, such as Fine Arts. Each subject will carry 100 marks, which are divided into theory and practical papers. The language papers, followed by Mathematics and Social Science, will be conducted for 80 marks, while 20 marks are allotted for the internal assessment.
The theory paper for Science will be conducted for 70 marks, while 30 marks are allotted for the practical paper. To learn about the assessment scheme, you can check out the Goa SSC Exam Pattern 2025-26 online. If you want to download the latest PDF of the Goa SSC Syllabus 2025-26, scroll down below:
DownloadGoa Board Class 10 Mathematics Syllabus 2025-26 here
Goa Board Class 10 Mathematics Syllabus 2025-26
Below given is the detailed syllabus:
Unit / Chapter | Detailed Topics | Description & Learning Outcomes |
1. Real Numbers | - Euclid’s Division Lemma- Fundamental Theorem of Arithmetic- Revisiting irrational numbers- Rational and irrational roots | Students will learn about properties of integers, divisibility, and application of Euclid’s division lemma to solve problems. The chapter strengthens the foundation of number theory and helps understand how real numbers are structured. |
2. Polynomials | - Zeros of a polynomial- Relationship between zeros and coefficients- Quadratic polynomials- Graphical representation | Focuses on different types of polynomials and their behavior. Students understand the graphical significance of polynomial functions and how the zeros relate to coefficients, aiding in algebraic problem-solving. |
3. Pair of Linear Equations in Two Variables | - Graphical method- Substitution method- Elimination method- Cross-multiplication method- Applications in real-life | This unit deals with solving simultaneous linear equations using multiple methods. It improves analytical and logical reasoning and is widely applied in practical life situations like business and economics. |
4. Quadratic Equations | - Standard form of quadratic equation- Factorization method- Completing the square- Quadratic formula- Applications | Students gain an understanding of quadratic equations and different ways to solve them. Emphasis is placed on problem-solving and applying quadratic equations to real-world contexts like motion, geometry, and finance. |
5. Arithmetic Progression (AP) | - General term of AP- Sum of first n terms- Practical problems based on AP | Teaches sequences and series through arithmetic progressions. Students will be able to calculate missing terms, total sum, and solve contextual problems related to daily life, such as savings and installment payments. |
6. Triangles (Geometry) | - Similarity of triangles- Criteria of similarity- Areas of similar triangles- Pythagoras theorem and its converse | Covers concepts of similarity and congruence in triangles. The Pythagoras theorem is studied in depth with applications. The unit helps students develop logical reasoning in geometry. |
7. Coordinate Geometry | - Distance formula- Section formula- Midpoint formula | Deals with the Cartesian plane and geometric representation of algebraic problems. Students can calculate distances, midpoints, and sections of lines, which builds connections between algebra and geometry. |
8. Introduction to Trigonometry | - Trigonometric ratios- Trigonometric identities- Complementary angles | Provides a foundation for higher mathematics. Students learn the basics of trigonometry, enabling them to apply ratios and identities in solving height and distance problems. |
9. Applications of Trigonometry | - Heights and distances- Problems using angles of elevation and depression | A practical application chapter that strengthens the use of trigonometric concepts in real life, particularly in surveying, navigation, and architecture. |
10. Circles | - Tangent to a circle- Number of tangents from a point outside a circle | Focuses on properties of circles, especially tangents. Students understand theorems and their proofs, which enhance deductive reasoning in geometry. |
11. Constructions | - Division of a line segment- Construction of tangents to a circle- Construction of similar triangles | Students acquire skills to create accurate geometrical constructions using a compass and straightedge. This chapter is essential in developing precision and visualization. |
12. Areas Related to Circles | - Perimeter and area of circle- Areas of sector and segment- Problems on combined figures | Involves solving problems based on circle geometry, calculating areas of segments and sectors. This is useful for solving questions related to design, architecture, and real-life measurements. |
13. Surface Areas and Volumes | - Surface area and volume of spheres, cones, cylinders, and hemispheres- Combination of solids- Conversion of one solid into another | A practical chapter teaching three-dimensional visualization. Students learn how to calculate and compare volumes and surface areas, which are important in daily applications like packaging and construction. |
14. Statistics | - Mean, Median, Mode of grouped data- Graphical representation (histograms, ogive) | Enhances data handling skills. Students learn how to interpret, analyze, and represent data. This develops logical thinking and decision-making ability. |
15. Probability | - Classical definition of probability- Simple problems based on experiments | Students understand the basic concept of chance and uncertainty. The unit prepares them to calculate probabilities in real-world contexts like games, weather forecasting, and risk assessment. |
Goa Board 10th Board Exams 2025-26: How to Prepare
- Make a study schedule to obtain desired scores in the final Goa board SSC result 2026. Below, we have given some important tips that can help you in exams to score well.
- Check GBSHSE marking scheme 10th class and try to cover topics that carry more weightage as early as possible. After that, cover the remaining topics.
- Work on your weak areas and improve those by devoting extra time to those subjects.
- Make a schedule to weekly revise all that is studied so as to retain the information well.
- Track your progress and work consistently. Do not lose motivation. Take help from teachers or guardians as and when necessary.
- Solve sample question papers before exams to revise well and get acquainted with the exam pattern. Work on improving the speed of answering questions.
