TS Inter Maths 2A Important Question 2025 For Exam Day: TS Intermediate students have to answer a total of 75 mark questions from Maths 2A paper. For fetching maximum marks, it is vital to gain clarity on the question types, important chapters and chapter-wise mark distribution. Based on previous year paper analysis, Binomial Theorem will carry around 16 to 17 percent weightage.
We have listed TS Inter Maths 2A important questions 2025 for exam day to help candidates ace their preparations and open scope to score high.
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TS Inter Maths 2A Important Question 2025
Find the TS Inter Maths 2A important question 2025 below:
- Derive mean deviation from the mean of the following: 6,7,10,12,13,4,12,16
- Find the square root of (-5+12i)
- If 12P5+5, 12P4= 13Pr3, find r
- Find the variance for discrete data: 6,7,10,12,13,4,8,12
- What will be the root for the equation: x2-7x+12=0?
- If 1,-2 and 3 are the roots of x3-2x+ax+6=0, then find a
- Simplify 7th term in (3x-4y)10
- Solve this fraction into partial fraction: 5x+6/(2+x)(1-x)
- What will be the sum of all 4 digit numbers that can be formed with the numbers: 1,3,5,7,9
- Suppose 4 copies each of 3 different books are available. Find out the ways in which these 12 books can be arranged in a single row of a shelf.
TS Inter Maths 2A Chapter-wise Weightage
For the TS Inter Maths 2A paper, students have to prepare questions from 10 chapters. Each chapter will carry varying weighages which students must be aware of to chalk out their study plans accordingly. Get details on marks distribution per chapter from the table below:
| Chapter Name | Marks Distribution |
| Binomial Theorem | 16(7+7+2) |
| Probability | 15(7+4) |
| Complex Numbers | 8(4+2+2) |
| Theory of Equations | 9(7+2) |
| Measures of Dispersion | 9(7+2) |
| De Moivre’s Theorem | 9(7+2) |
| Partial Fractions | 4(4) |
| Random Variables and Probability Distribution | 9(7+2) |
| Quadratic Equations | 6(4+2) |
| Permutations and Combinations | 12(4+4+2+2) |
Besides practicing the TS Inter Maths 2A important questions, candidates are advised to take mock tests to assess their level of preparations.
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