Mathematics - Basic of Mathematics
Practise 53 TS EAMCET previous year questions on Basic of Mathematics, compiled from papers spanning 2001 to 2025. Each question is pulled directly from the actual exam paper it appeared in, so you're practising in the exact style and difficulty TS EAMCET tests.
Basic of Mathematics has been asked in 18 of the 24 years of TS EAMCET papers analysed (2001–2024), with 53 questions in all. 53% of them were easy, 43% moderate and 4% tough. Most of its questions came from 2022, with 7 questions that year. In the last three years (2022–2024) it had 11 questions across 17 papers, about 0.6 per paper.
The chapter's 5 topics are not weighted equally: Divisibility Test (15 questions, 28%), Inequalities (13 questions, 25%), and Logarithm (9 questions, 17%) have been asked the most. Over the last five years the most frequent topics have been Inequalities (7), Partial Fractions (6), and Ratio and Proportion (5). Logarithm has produced the most tough questions (2).
- 1If then04 May, 2025 (M)Partial Fractions
- 2If is divisible by P for all natural numbers , then P is04 May, 2025 (E)Divisibility Test
- 3The number of positive integral solutions of is04 May, 2025 (E)Divisibility Test
- 4If , then04 May, 2025 (E)Partial Fractions
- 5If then03 May, 2025 (M)Partial Fractions
- 6Sum of all the roots of the equation is03 May, 2025 (E)Inequalities
- 7If , then03 May, 2025 (E)Partial Fractions
- 8If then02 May, 2025 (M)Partial Fractions
- 9If then02 May, 2025 (E)Partial Fractions
- 10The solution set of the inequation is11 May, 2024 (M)Inequalities
- 11The solution set of the inequation contained in is10 May, 2024 (E)Inequalities
- 12The common solution set of the inequations and taken together is10 May, 2024 (E)Inequalities
- 13is a function defined by Assertion (A) : for some values of Reason (R): for all Then which of the following options is correct?12 May, 2023 (E)Inequalities
- 14then20 Jul, 2022 (M)Ratio and Proportion
- 15If then20 Jul, 2022 (M)Ratio and Proportion
- 16Statement (I) : The set of solutions of |x| 2 – 4|x| + 3 5 then x2 – 8x + 15 > 0. Which of the above statements is (are) true?20 Jul, 2022 (E)Inequalities
- 17If then20 Jul, 2022 (E)Ratio and Proportion
- 18If then20 Jul, 2022 (E)Ratio and Proportion
- 19If then19 Jul, 2022 (E)Divisibility Test
- 20If then19 Jul, 2022 (E)Divisibility Test
- 21The smallest negative integer satisfying both the quadratic inequalities x 2 4 x + 77 and x 2 4 is04 Aug, 2021 (E)Inequalities
- 22If 9 x - 7 x + 3 x 2 + 1 = A x + 3 + B x + C x 2 + 1 , where A , B , C , A + B + C =04 Aug, 2021 (E)Ratio and Proportion
- 23The number of integral values of satisfying is14 Sep, 2020 (M)Inequalities
- 24If and are the least positive integers such that for all is divisible by 3 and is divisible by 6 , then06 May, 2019 (M)Divisibility Test
- 25If the greatest divisor of is and that of is , then04 May, 2019 (M)Divisibility Test
- 26For all positive integers , if the greatest divisor of is , then05 May, 2018 (M)Divisibility Test
- 27Let which one of the following is true?05 May, 2018 (E)Divisibility Test
- 28If and are the greatest divisors of n n 2 - 1 and 2 n n 2 + 2 respectively for all n N , then =04 May, 2018 (M)Divisibility Test
- 29is divisible by04 May, 2018 (E)Divisibility Test
- 30If , then equals to2014Partial Fractions
- 31If , then is equal to2013Partial Fractions
- 32is equal to2013Logarithm
- 33If and are natural numbers, then is divisible by2011Divisibility Test
- 34is equal to2010Logarithm
- 35is equal to2010Inequalities
- 36If , then is equal to2008Ratio and Proportion
- 37is equal to2007Ratio and Proportion
- 38, the value is2007Logarithm
- 39The set of values of for which the inequalities hold simultaneously, is2007Inequalities
- 40is equal to :2006Inequalities
- 41For all integers , which of the following is divisible by 9 ?2006Divisibility Test
- 42If denotes the set of all positive integers and if is defined by the sum of positive divisors of then, , where is a positive integers, is2005Divisibility Test
- 43If and belong to the set to , , then is equal to2005Logarithm
- 44Preview not available - open to view this question.2005Divisibility Test
- 45A three digit number is such that the last two digits of it are equal and differ from the first. The number of such 's is2005Inequalities
- 46For any integer , the number of positive divisors of is denoted by . Then, for a prime is equal to2004Divisibility Test
- 47If , then the value of is2004Logarithm
- 48If , then the value of is2004Inequalities
- 49The least number among and2002Logarithm
- 50If and then is equal to2002Logarithm
Frequently Asked Questions
1.How many questions are available for Basic of Mathematics?
This chapter includes 53 questions compiled from TS EAMCET papers spanning 2001 to 2025.
2.Are these questions only from TS EAMCET, or from other exams too?
These are TS EAMCET questions specifically for the Basic of Mathematics chapter. Questions from other exams like JEE Main or NTA Abhyas (JEE Main) are organised separately under their respective exam sections.
3.Is Basic of Mathematics an important chapter for TS EAMCET Mathematics?
Basic of Mathematics has appeared in 19 of the 25 years of TS EAMCET papers covered here, with 53 questions across 31 papers - about 2 per paper it appears in.
4.What is the difficulty level of Basic of Mathematics questions in TS EAMCET?
Of the 53 questions analysed for this chapter, 53% are easy, 43% moderate and 4% tough. 2022 had the most, with 7 questions.
5.Which topics in Basic of Mathematics should I focus on?
These topics have carried the most weightage in Basic of Mathematics:
- Divisibility Test - 15 questions (28%)
- Inequalities - 13 questions (25%)
- Logarithm - 9 questions (17%)
- Logarithm has produced the most tough questions (2).
6.Is Basic of Mathematics's weightage in TS EAMCET going up or down?
Across all 31 papers analysed, Basic of Mathematics has averaged about 1.7 questions per paper. In the last three years (2022–2024), that average has fallen, at about 0.6 questions per paper. Use the year-wise numbers on this page for the exact trend before you decide how much time to give it.