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100+ Free TS ICET Practice Questions

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2026 Statistics

Key Facts: TS ICET Exam

200

Exam Questions

TGCHE

150 min

Time Limit

TGCHE

₹750

Application Fee

TGCHE 2026

No

Negative Marking

TGCHE

25%

Qualifying Score

TGCHE

The TS ICET (TG ICET) is a state-level entrance exam for MBA/MCA admissions in Telangana. It consists of 200 questions across Analytical, Mathematical, and Communication Ability, with a 150-minute time limit, and no negative marking. The application fee is ₹750 (₹550 for SC/ST). The exam requires a minimum qualifying score of 25% for general category candidates.

Sample TS ICET Practice Questions

Try these sample questions to test your TS ICET exam readiness. Each question includes a detailed explanation. Start the interactive quiz above for the full 100+ question experience with AI tutoring.

1What is the value of the real number x? I. x^2 - 5x + 6 = 0 II. x is a prime number.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Statement I gives x = 2 or x = 3, which is not unique. Statement II states x is a prime number, yielding infinitely many solutions. Even when combining both statements, x can still be either 2 or 3, as both are prime numbers. Hence, the statements together are not sufficient.
2What is the value of the two-digit number N? I. The sum of the digits of N is 9. II. If 27 is added to the number, its digits are reversed.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Let the number be 10x + y. Statement I gives x + y = 9. Statement II gives 10x + y + 27 = 10y + x, which simplifies to y - x = 3. Neither statement alone gives a unique value for N. Solving the two linear equations simultaneously gives x = 3 and y = 6, meaning N is uniquely identified as 36.
3What is the value of the integer x? I. 2x + 5 = 15 II. x > 0
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Statement I provides a single linear equation 2x + 5 = 15, which yields x = 5, a unique integer value. Statement II only tells us that x is positive, which applies to infinitely many integers. Therefore, Statement I alone is sufficient.
4Is the integer n even? I. n^2 + 1 is an odd integer. II. n is a multiple of 5.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: From Statement I, if n^2 + 1 is odd, then n^2 must be even, which implies that n must be even. Thus, Statement I alone is sufficient. Statement II states n is a multiple of 5, which could be odd (e.g., 5) or even (e.g., 10), so it is not sufficient.
5What is the area of a right-angled triangle ABC, with the right angle at B? I. The length of the hypotenuse AC is 10 cm. II. The length of the side BC is 6 cm.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Neither the hypotenuse alone (Statement I) nor one side alone (Statement II) is sufficient to find the area of the triangle. Combining both statements and using the Pythagorean theorem (AB^2 + BC^2 = AC^2), we find AB^2 + 36 = 100, which gives AB = 8 cm. The area is then 0.5 * 8 * 6 = 24 square cm, meaning both statements together are sufficient.
6Is x greater than y? I. x^2 > y^2 II. x - y = 2
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Statement I is not sufficient because if x = -3 and y = 1, x^2 > y^2 is true but x < y. Statement II states x - y = 2, which means x = y + 2, implying x is always greater than y. Therefore, Statement II alone is sufficient.
7What is the average weight of a class of 30 students? I. The average weight of the 18 boys in the class is 50 kg. II. The average weight of the 12 girls in the class is 40 kg.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Statement I only gives the average weight of the boys, and Statement II only gives the average weight of the girls. Individually, neither is sufficient to find the class average. Combining both, the average weight of the class is (18 * 50 + 12 * 40) / 30 = 46 kg. Thus, both statements together are sufficient.
8If x and y are positive integers, what is the value of x? I. The least common multiple of x and y is 12. II. The greatest common divisor of x and y is 2.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Statement I is not sufficient because LCM(x, y) = 12 has multiple integer pairs. Statement II is not sufficient because GCD(x, y) = 2 has infinitely many pairs. Combining both, pairs like (4, 6), (6, 4), (2, 12), and (12, 2) all satisfy LCM = 12 and GCD = 2. This leaves multiple possible values for x (2, 4, 6, or 12), so the statements are not sufficient even together.
9What is the speed of a train? I. The train crosses a pole in 10 seconds. II. The train crosses a platform of length 200 meters in 20 seconds.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Let the length of the train be L and speed be S. Statement I gives L/S = 10 (not sufficient). Statement II gives (L + 200)/S = 20 (not sufficient). Combining both statements, we substitute L = 10S into the second equation: 10S + 200 = 20S, which yields S = 20 m/s. Hence, both statements together are sufficient.
10Find the compound interest earned on a certain principal sum after 2 years. I. The simple interest earned on the same principal at the same rate of interest for 2 years is Rs. 4000. II. The difference between compound interest and simple interest on the same principal for 2 years is Rs. 200.
A.Statement I alone is sufficient, but statement II alone is not sufficient.
B.Statement II alone is sufficient, but statement I alone is not sufficient.
C.Both statements I and II together are sufficient, but neither statement alone is sufficient.
D.Both statements I and II together are not sufficient, and additional data is required.
Explanation: Statement I gives 2 * P * R / 100 = 4000 (not sufficient). Statement II gives P * (R/100)^2 = 200 (not sufficient). Combining both statements, we can divide the second equation by the first: [P * (R/100)^2] / [P * R / 50] = 200 / 4000, which yields R / 200 = 1 / 20, or R = 10%. With R = 10%, we find P = Rs. 20,000, allowing us to find the compound interest. Hence, both statements together are sufficient.

About the TS ICET Exam

The Telangana State Integrated Common Entrance Test (TS ICET / TG ICET) is a state-level entrance exam conducted for admission into Master of Business Administration (MBA) and Master of Computer Applications (MCA) courses offered by state universities and their affiliated colleges in Telangana. The exam tests candidates on Analytical Ability, Mathematical Ability, and Communication Ability. It is a computer-based test consisting of 200 multiple-choice questions to be completed in 150 minutes, with no negative marking.

Assessment

200 multiple-choice questions across three sections: Analytical Ability, Mathematical Ability, and Communication Ability.

Time Limit

150 minutes (2.5 hours)

Passing Score

25% (50 out of 200 marks) for open category candidates; no minimum qualifying mark for SC/ST.

Exam Fee

₹750 (Kakatiya University, Warangal on behalf of TSCHE / TGCHE)

TS ICET Exam Content Outline

37.5%

Analytical Ability

Data Sufficiency (20 questions) and Problem Solving (55 questions) covering sequences, series, coding-decoding, and date/time/arrangement problems.

37.5%

Mathematical Ability

Arithmetical Ability (35 questions), Algebraical and Geometrical Ability (30 questions), and Statistical Ability (10 questions).

25%

Communication Ability

Vocabulary (15 questions), Business and Computer Terminology (10 questions), Functional Grammar (15 questions), and Reading Comprehension (10 questions).

How to Pass the TS ICET Exam

What You Need to Know

  • Passing score: 25% (50 out of 200 marks) for open category candidates; no minimum qualifying mark for SC/ST.
  • Assessment: 200 multiple-choice questions across three sections: Analytical Ability, Mathematical Ability, and Communication Ability.
  • Time limit: 150 minutes (2.5 hours)
  • Exam fee: ₹750

Keys to Passing

  • Complete 500+ practice questions
  • Score 80%+ consistently before scheduling
  • Focus on highest-weighted sections
  • Use our AI tutor for tough concepts

TS ICET Study Tips from Top Performers

1Master high-yield mathematical topics such as profit and loss, averages, simple and compound interest, and ratios.
2Understand the logical structure of Data Sufficiency questions, as they contribute 20 key marks to the Analytical section.
3Practice solving sequences and series, coding-decoding, and family tree diagrams daily to build speed.
4Enhance vocabulary and business/computer terminology, as these are easy-to-score components of the Communication section.
5Solve previous years' question papers to get a clear sense of the time distribution needed for 200 questions in 150 minutes.

Frequently Asked Questions

What is the TS ICET (TG ICET) exam?

The Telangana State Integrated Common Entrance Test (TS ICET, now officially TG ICET) is a state-level entrance examination conducted by Kakatiya University on behalf of the Telangana State Council of Higher Education (TGCHE). It is used for admissions into MBA and MCA courses in universities across Telangana and their affiliated colleges.

What is the exam pattern of TS ICET?

The exam is a Computer-Based Test (CBT) consisting of 200 multiple-choice questions across three sections: Analytical Ability (75 questions), Mathematical Ability (75 questions), and Communication Ability (50 questions). The total duration is 150 minutes (2.5 hours). There is no negative marking, and each correct answer yields 1 mark.

What are the eligibility criteria for TS ICET?

Candidates must have a recognized Bachelor's degree of minimum 3 years duration with at least 50% aggregate marks (45% for SC/ST). Candidates in their final year of graduation are also eligible to apply, provided their results are declared before counselling.

What is the application fee for TS ICET 2026?

The application fee for the 2026 cycle is ₹750 for General/OBC category candidates and ₹550 for SC/ST and Differently Abled candidates.

Is there negative marking in TS ICET?

No, there is no negative marking in the TS ICET exam. Candidates are encouraged to attempt all 200 questions.

What is the qualifying mark for TS ICET?

The qualifying mark for open category candidates is 25% (i.e., 50 out of 200 marks). There is no minimum qualifying mark requirement for candidates belonging to SC/ST categories.