TS Inter 2nd Year Maths A Model Question Paper 2024: Download PDF, important topics

Mahima Gupta

Updated On: March 03, 2024 10:00 am IST

For direct PDF download, TS Inter 2nd Year Maths A model question paper 2024 is available here. Practice the model question paper and ace the examination to be held on March 5, 2024.
TS Inter 2nd Year Maths A Model Question Paper 2024 (Image Credit: Pexels)TS Inter 2nd Year Maths A Model Question Paper 2024 (Image Credit: Pexels)

TS Inter 2nd Year Maths A Model Question Paper 2024: Before appearing for the exam on March 5, 2024, the students can download TS Inter 2nd Year Maths A model question paper and strategize their preparation plan. The sample question paper for Maths A is available in PDF format for the academic session 2023-24. If students feel uncomfortable solving the question papers from their laptop/ desktop/smartphone, then it will be better to download and take a printout of the model question papers and start to solve. Practicing questions from the official model paper released by the board helps students to have an idea about the type of questions to be asked in the actual examination.

TS Inter 2nd Year Maths A Model Question Paper 2024: Download PDF

Since the exam is approaching within a few days, the students can download the model paper for TS Inter 2nd Year Maths A 2024 by clicking on the following link and can expect good marks.

TS Inter 2nd Year Maths A Model Question Paper 2024

Students are advised to solve the model question paper within the scheduled time so that they will have a habit of solving it within time. Hence, practicing a full-length TS Inter 2nd Year Maths A model paper is effective for time management skills. Also, practicing the model paper is beneficial for self-assessment and the students can measure their progress in exam preparation.

TS Inter 2nd Year Maths A Important Topics 2024

Basis the weightage, find the important topics for the Maths A examination below.

  • Binomial Theorem (16 marks)
  • Probability (15 marks)
  • Permutations and Combinations (12 marks)
  • Theory of Equations (9 marks)
  • Measures of Dispersion (9 marks)
  • Random Variables and Probability Distributions (9 marks)

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