TS PGECET 2026 Syllabus: Download Branch-Wise TS PGECET exam syllabus here

The TS PGECET syllabus will vary for every course. The syllabus includes engineering mathematics and other engineering related topics. The syllabus is based on the topics the candidates have studied in UG course. The candidates should check the syllabus before they start their preparation. 

The TS PGECET syllabus for Aerospace Engineering are from Engineering Mathematics, Fluid Mechanics and Aerodynamics.  The topics included are as follows. 

• Engineering Mathematics
  Linear Algebra
  Calculus
  Differential Calculus
  Numerical methods
• Flight Mechanics
  Atmosphere
  Airplane Performance
  Static Stability
  Dynamic Stability
  Space Dynamics
• Aerodynamics
  Basic Fluid Mechanics
  Airfoils and Wings
  Compressible Flows
  Strength of Materials
  Flight vehicle structures
  Structural Dynamics 
  Propulsion:Basics
  Thermodynamics of aircraft engines
  Axial compressors
  Axial turbines
  Centrifugal compressor
  Rocket propulsion

The TS PGECET syllabus is uploaded on the official website by the exam conducting authority. The candidates can download TS PGECET syllabus PDF from this page also. The syllabus is different for different subjects. The candidates must check the syllabus before starting the exam preparation. 

Yes, if you want to score well in TS PGECET exam, then it is important to cover all topics mentioned in syllabus. Give more importance to chapters that are more weighatage. 

The TS PGECET exam is conducted online in two shifts. The time duration is two hours to complete entrance test. The TS PGECET question paper will be asked in English language. For each correct response, one mark is rewarded and there is no negative marking for incorrect responses.

Multiple type of questions are asked in TS PGECET exam. The time duration of question paper attempt is 120 minutes. Candidates must go through pattern and marking process carefully before solving.

One mark is awarded for each correct answer in TS PGECET. There are a total of 120 MCQs asked in exam. Qualifying percentage of marks in TS PGECET is 25% which is 30 marks.

No, the TS PGECET exam does not have negative marking. Each question in the exam is worth one mark, and there is no penalty for incorrect answers. It is recommended that candidates answer all the questions in the exam and avoid leaving any questions unanswered, as there is no penalty for providing incorrect answers.

There is as such no fixed timeline to finish TS PGECET syllabus. Candidates must start their preparation as soon as possible. Besides that, pay attention to your class lectures and take notes. Revise daily and maintain a healthy routine. 

The TS PGECET exam is considered to be easier than GATE exam. The GATE, otherwise known as Graduate Aptitude Test in Engineering, is more concept-based and is competitive in nature. On the other hand, the TS PGECET is a state-level exam is the competition is low. 

Questions asked in TS PGECET is easy compared to GATE exam. The TS PGECET syllabus aligns with graduate level. Candidates must check and download syllabus of their respective branch to start preparing for exam.

The TS PGECET syllabus remains the same mostly. Candidates are advised to keep checking the website for the latest updates regarding the TS PGECET 2026 exam syllabus. The TS PGECET syllabus is available for 19 branches, like computer science and information technology, food technology, mechanical engineering, biotechnology, etc. 

Yes, the TS PGECET and GATE syllabus remains the same for M.Tech admission. However, GATE questions are trickier and conceptual compared to TS PGECET. Students who want to appear both TS PGECET and GATE must prepare accordingly-

• Go through pattern of both exams and syllabus
• Solve mock test and question paper for accuracy
• While filling application form enter paper code carefully.

Yes, Engineering Mathematics is compulsory and common for all TS PGECET papers. The syllabus of TS PGECET Engineering Group comprises following topics -

• Linear Algebra
• Calculus
• Differential Equations
• Probability and Statistics
• Numerical Methods