NAT-I (NTS) 6-Month Plan

Strategies for understanding passages, identifying main ideas, making inferences, tone identification, and answering RC questions.

Word relationship types including cause-effect, part-whole, function, and similarity relationships tested in analogy questions for NAT entrance.

Filling appropriate words in blanks to complete grammatically correct and logically coherent sentences in test contexts.

Logical relationship between pairs of words, systematic approach to solving analogy problems in entrance tests.

Evaluating arguments, identifying assumptions, logical fallacies, and assessing strength of conclusions in passages.

Drawing logical conclusions from given information, making predictions, and identifying implied meanings.

Common academic synonyms, usage in context, and techniques for eliminating options in vocabulary-based questions.

Common antonym pairs, understanding opposites in academic context, and vocabulary expansion techniques.

Deductive reasoning using two premises, Venn diagram method, and drawing valid conclusions from given statements.

Family relationship problems, coded relationship terminology, and deducing complete family trees from given statements and clues.

Problems involving cardinal directions, distance traveled, turning angles, and navigation based logical reasoning.

Letter and number coding patterns, analogical relationships in codes, and decoding encrypted messages systematically.

Complete number sequences, identifying patterns, finding next term, and number series logic problems.

Linear and circular seating arrangement problems involving ordering by various attributes in row or circular setups.

Various puzzle types including ranking, scheduling, classification puzzles commonly found in analytical reasoning sections.

Identifying implicit assumptions in statements, evaluating what must be true based on given premises.

Properties of integers, fractions, decimals, percentages, ratios, and fundamental operations on different number sets.

Percentage calculations, percentage increase/decrease, profit-loss percentages, and applications in statistics and data analysis.

Cost price, selling price, profit percentage, loss percentage, discount calculations, and marked price problems.

Direct and inverse proportions, ratio calculations, and solving word problems involving proportional relationships.

Speed-time-distance relationships, work efficiency problems, pipes and cisterns, and time-distance graphs.

Algebraic expressions simplification, identities, factorization, and basic algebraic operations and manipulation.

Formation and solution of linear equations in one and two variables with word problem applications.

Properties of lines, angle relationships, triangle theorems, congruence, similarity, and Pythagorean theorem.

Laws of motion, force and momentum, work-energy theorem, gravitation, and mechanical principles governing physical systems.

Electric circuits, magnetic fields, electromagnetic induction, and fundamental concepts of electromagnetism.

Chemical equilibrium, rates of reactions, thermodynamics, electrochemistry, and solution chemistry.

Hydrocarbons, functional groups, organic reactions, isomerism, and basic organic chemistry principles.

Cell structure, cell division, DNA replication, gene expression, and fundamental genetics principles.

Human body systems including digestive, circulatory, respiratory, nervous, and endocrine system functions.

Algebraic expressions, equations, limits, derivatives, integrals, and applications of calculus.

Plane geometry, solid geometry, trigonometric ratios, identities, and solving triangles.