**Mathematics Syllabus for MHT CET:** Preparing for the Maharashtra Common Entrance Test (MHT CET) in mathematics involves mastering a diverse range of topics. Here's a breakdown of the syllabus for both Maths 1 and Maths 2: **Maths 1:** 1. **Trigonometric functions:** Understanding the fundamental trigonometric ratios and their applications. 2. **Trigonometric functions of Compound Angles:** Learning the formulas and applications involving compound angles. 3. **Factorization Formulae:** Exploring various factorization techniques and their applications. 4. **Straight Line:** Studying the properties and equations of straight lines in the Cartesian coordinate system. 5. **Circle and Conics:** Understanding the properties and equations of circles and conic sections. 6. **Sets:** Introduction to sets, subsets, and operations on sets. 7. **Relations and Functions:** Understanding different types of relations and functions and their graphical representations. 8. **Probability:** Learning the basics of probability theory and solving problems related to probability. 9. **Sequences and series:** Studying arithmetic and geometric progressions, sum of series, and their applications. **Maths 2:** 1. **Mathematical Logic:** Introduction to mathematical logic, propositions, and logical operations. 2. **Matrices:** Understanding matrix operations, determinants, and their applications. 3. **Trigonometric functions:** Further exploration of trigonometric functions and their properties. 4. **Pair of straight lines:** Studying the properties and equations of pairs of straight lines. 5. **Circle and Conics:** Continued study of circles and conic sections, including parabola, ellipse, and hyperbola. 6. **Vectors:** Introduction to vectors, vector operations, and their applications in geometry. 7. **Three-dimensional geometry:** Understanding the coordinate geometry of three-dimensional space. 8. **Line and Plane:** Studying the properties and equations of lines and planes in three-dimensional space. 9. **Linear programming problems:** Introduction to linear programming, formulation of linear programming problems, and graphical solution methods. 10. **Continuity:** Understanding the concept of continuity of functions. 11. **Differentiation:** Studying the concept of derivatives and their applications. 12. **Applications of derivative:** Solving problems involving rates of change and optimization using derivatives. 13. **Integration:** Understanding the concept of integration and techniques of integration. 14. **Applications of definite integral:** Solving problems related to area, volume, and other applications using definite integrals. 15. **Statistics:** Introduction to basic statistical concepts and measures of central tendency and dispersion. 16. **Probability distribution:** Understanding different probability distributions and their properties. 17. **Bernoulli trials and Binomial distribution:** Study of Bernoulli trials and binomial distribution. Mastering these topics will provide a solid foundation for success in the mathematics section of the MHT CET. It's essential to understand the concepts thoroughly and practice solving a variety of problems to excel in the exam.