
Explore the GRE exam logistics and structure, including fees, registration steps, test centers, test timings, attempt limits, and key sections like math and verbal, plus writing strategies and university expectations.
The lecture explains that GRE sections can appear in any order with possible experimental sections, and that section performance affects difficulty; math and verbal score 130–170 with 40 questions each.
Explore how GRE scoring depends on performance across sections, with per-question points and the rule of not leaving questions blank, encouraging guessing or approximation to maximize scores.
Outlines the GRE introduction syllabus: eight engineering math topics with animated videos, and a verbal syllabus focusing on grammar, vocabulary, reading, and analysis, plus four question types.
This GRE introduction lecture covers verbal section types—decs completion (fill-in-the-blanks), reading comprehension with three formats, and sentence equivalents—plus analytical writing ability and experimental and research sections.
Learn how universities assess candidates using criteria beyond guarisco, including academics, extracurriculars, work experience, a statement of purpose, a letter of recommendation, and mock tests to target specific universities.
Target easy questions first, then medium and hard, navigate freely within the section where every question carries equal marks, and apply time management with approximation, elimination, substitution, sequencing.
Learn gre quantitative comparison basics, including the four options: quantity is greater, quantity b is greater, the two quantities are equal, and cannot be determined, with value testing and remainders.
Master quant comparison strategies using weighted averages, ratios, and elimination with class-based examples, including right-triangle checks via Pythagoras theorem.
Learn four GRE quick techniques—approximation, eliminating answer choices, substitutions, and sequencing—to manage time and narrow options, with examples on average speed and inscribed square problems.
Use the elimination technique: substitute values for variables, test middle options, and eliminate wrong answers, illustrated with a housing loan installment problem totaling 315.
Apply substitution technique to solve (x+1)/x = 2 and evaluate x^101/x^100, then use the LCN of 10, 15, 20, and 30 as 60 to compute the four workers’ combined days.
This is an Introduction Course and the Complete course explaining all the Topics and Techniques are discussed in the course Link given below
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Total Syllabus classification:
1. Vedic Maths techniques to improve Calculation Speed
2. Number Theory and Classifications
3. Arithmetic ( This include the Math which we Use in day today life like Percentages, Ratios and Proportions, Profit and Loss, Simple Interest and Compound Interest, Mixtures, Time Speed and Distance etc)
4. Algebra (Simple Equations, Linear Equations, )
5. Geometry
6. Logical Analysis ( Permutations and Combinations, Probability, Progressions, Logical Sequencing)
7. Statistics, Data Interpretation and Data Sufficiency.
8. Problem Solving Techniques ( This section includes how to eliminate the Answer Choices from Multiple Choice questions without solving them exactly along with Quantitative Comparisons and Data Sufficiency)