Mathematics Analysis
Comprehensive breakdown of 68 chapters with 327 previous year questions. Explore priority-sorted content and weightage analytics.
Chapters
Sorted by QuestionsTriangles
High-Yield Trend
Probability
High-Yield Trend
Quadratic Equations
High-Yield Trend
Tangent To A Circle
High-Yield Trend
Solution Of A Linear Equation
High-Yield Trend
Arithmetic Progression
High-Yield Trend
Mean Median Mode And Standard Deviation
High-Yield Trend
Quadratic Equation
High-Yield Trend
Linear Equations
High-Yield Trend
Conic Sections
High-Yield Trend
Introduction To Trigonometry
High-Yield Trend
Irrational Numbers
High-Yield Trend
Lines And Angles
High-Yield Trend
Polynomials
High-Yield Trend
Geometric Progression
High-Yield Trend
Slope Of A Line
High-Yield Trend
Trigonometric Identities
High-Yield Trend
Arithmetic Mean
High-Yield Trend
Circle
High-Yield Trend
Circles
High-Yield Trend
Collinearity Of Points
High-Yield Trend
Logarithms
High-Yield Trend
Sets
High-Yield Trend
Right Angled Triangles And Pythagoras Property
High-Yield Trend
Trigonometric Ratios Of Some Specific Angles
High-Yield Trend
Trigonometry
High-Yield Trend
Area Of A Triangle By Heron S Formula
High-Yield Trend
Distance Formula
High-Yield Trend
Exponential And Logarithmic Functions
High-Yield Trend
Geometry
High-Yield Trend
Mensuration
High-Yield Trend
Natural Number
High-Yield Trend
Odd One Out
High-Yield Trend
Set Theory
High-Yield Trend
Similarity Of Triangles
High-Yield Trend
Volume Of A Sphere
High-Yield Trend
Volume Of Cube Cuboid And Cylinder
High-Yield Trend
Coordinate Geometry
High-Yield Trend
Cyclic Quadrilaterals
High-Yield Trend
Equation Of A Line
High-Yield Trend
Heights And Distances
High-Yield Trend
Section Formula
High-Yield Trend
Some Applications Of Trigonometry
High-Yield Trend
Divisibility And Remainder
High-Yield Trend
Divisibility Rules
High-Yield Trend
Factorisation
High-Yield Trend
Lcm And Hcf
High-Yield Trend
Magnetic Field
High-Yield Trend
Median Of Grouped Data
High-Yield Trend
Operations On Sets
High-Yield Trend
Properties Of A Parallelogram
High-Yield Trend
Some Problems On Hcf And Lcm
High-Yield Trend
Subsets
High-Yield Trend
Surface Area Of A Sphere
High-Yield Trend
Surface Area Of Cube Cuboid And Cylinder
High-Yield Trend
Angle Sum Property Of A Triangle
High-Yield Trend
Angles
High-Yield Trend
Areas Related To Circle
High-Yield Trend
Average
High-Yield Trend
Averages
High-Yield Trend
Combinations
High-Yield Trend
Intersecting Lines
High-Yield Trend
Percentages
High-Yield Trend
Perimeter
High-Yield Trend
Prime And Composite Numbers
High-Yield Trend
Rational Numbers
High-Yield Trend
Surface Areas And Volumes
High-Yield Trend
Trigonometric Functions Of Sum And Difference Of Two Angles
High-Yield Trend
About Mathematics for TS-POLYCET
Scoring high in Mathematics is crucial for clearing the TS-POLYCET cut-offs. Our chapter-wise breakdown helps you understand exactly which topics have historically carried the most weightage in the exam.
By practicing Mathematics previous year questions, you can familiarize yourself with the recurring concepts, difficulty level, and framing of questions. We recommend starting your revision with the chapters that have the highest number of PYQs listed above.
Mathematics Preparation FAQs
How is the Mathematics section structured in TS-POLYCET?
The Mathematics section tests your fundamental understanding and application of concepts. Reviewing the PYQs will give you a clear picture of the theoretical vs numerical ratio and the depth of knowledge required.
Which chapters should I prioritize in Mathematics?
The chapters are already sorted by the number of questions asked in previous years. Focus your initial preparation on the chapters at the top of the list, as they historically yield the most marks.