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Newton School of Technology offers admissions to candidates based on the NSAT for admission to the BTech CSE program. Students can apply for the exam online by paying the registration fee. Students must have passed class 10+2 from a recognised board with 50% aggregate to be eligible to appear for the exam. NSAT is a 180-minute online test that tests students on aptitude, academic, and communication skills.
NSAT Eligibility and Exam Pattern
NSAT Eligibility Criteria: 10+2 with 50% (Physics, Chemistry, Mathematics)
The Newton Scholastic Aptitude Test (NSAT) is a 3-hour exam designed to assess both the academic and personal abilities of candidates. NSAT comprises 80 questions, with each correct answer awarding four marks, and one mark deducted for each incorrect answer. Below are the detailed exam specifications for NSAT:
| Section | Details |
| Section 1 | Logic & data interpretation – 20 Q Algorithmic Thinking – 10 Q |
| Section 2 | Reading comprehension – 10 Q Language Reasoning – 10 Q |
| Section 3 | 10th class maths – 20 Q 11th & 12th class maths – 10 Q |
Newton Scholastic Aptitude Test Syllabus
To prepare for the NSAT 2025, you should focus on enhancing your problem-solving skills and logical reasoning abilities. The test will cover topics such as number theory, time and work, ratios, coding/decoding, and blood relations. Additionally, you should strengthen your understanding of quantitative aptitude topics like sets, probability, and polynomials.
| Subject | Topics |
| General Aptitude | Data analysis – analyse & synthesise insights from different types of data sources like: Tables, Graphs (Line, column, Pie, etc), Venn Diagrams, Scatter Plots. Analogical & sequential reasoning – identify patterns from different real-world scenarios like: Arrangement of people & objects, Navigation using directions, Family relations, Encryption-Decryption |
| Mathematics | Number system – LCM, HCF, Divisibility, etc. Arithmetic – Ratios, Averages, Percentages, etc. Algebra – Polynomials, Inequalities, linear equations, etc. Applied mathematics – Speed, Profit & loss, Interest, Sets, Functions, PnC Sequences & series, Differentiation & integration, Matrices & Determinants, Probability & Statistics. |
| English | Summary, tone & of passage Supporting & opposing arguments Error & correct usage identification Cause & effect relationships Higher order inferences from texts |
