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2018 slot 1 quant

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  Here’s a structured solution guide for the 2018 GMAT Slot 1 Quant (Quantitative Section), tailored for Indian test-takers. This section typically includes 10 questions (Data Interpretation + Problem Solving) to be solved in 30 minutes. Below are common question patterns and strategies:



1. Data Interpretation (DI)



Common Topics:


Tables (e.g., sales data, survey results)
Graphs (bar charts, line graphs, pie charts)
Caselets with multi-step reasoning.



Indian Student Tips:


Skim the question stem first to identify key metrics (e.g., "What % of students increased their scores?").
Practice mental math shortcuts for %, ratios, and averages (critical for time-saving).
Double-check units (e.g., currency, time) to avoid conversion errors.




  Sample DI Question (Hypothetical):



  A table shows monthly smartphone sales (in thousands) for 6 months. Which month had the highest % increase in sales compared to the previous month?


Steps:



Calculate month-over-month % change:

(Sales Month 2 - Sales Month 1) / Sales Month 1 × 100.
Compare results for all pairs.
Answer: Month 4 (e.g., 25% increase).



2. Problem-Solving



Key Topics:


Algebra (quadratic equations, functions)
Geometry (angles, triangles, circles)
Number Systems (remainders, divisibility)
Word Problems (work rates, mixtures).



Indian Student Tips:


Avoid overcomplicating algebraic problems—test answer choices (backsolving).
Memorize formulas for triangles (e.g., Pythagorean theorem) and circles (e.g., circumference).
Practice remainder problems (common in Indian exams like CAT).




  Sample PS Question (Hypothetical):



  If ( 3x + 5 = 2y ), what is the value of ( y ) when ( x = 4 )?


Steps:



Substitute ( x = 4 ): ( 3(4) + 5 = 2y ).
Simplify: ( 17 = 2y ) → ( y = 8.5 ).
Answer: (C) 8.5.



3. Geometry


High-Yield Topics:
Coordinate Geometry (distance between points)
3D shapes (volume, surface area)
Similar Triangles.




  Sample Geometry Question (Hypothetical):



  A right triangle has legs of 6 and 8. What is the radius of its inscribed circle?


Steps:



Hypotenuse ( c = \sqrt{6^2 + 8^2} = 10 ).
Inradius formula: ( r = \frac{a + b - c}{2} = \frac{6 + 8 - 10}{2} = 2 ).
Answer: (B) 2.



4. Time Management Strategies


DI (10 mins): Allocate 5 mins per question (2 for easy, 3 for hard).
PS (20 mins): Spend 2 mins per question; skip and return later.
Review: Check for unit errors and misread questions.



5. Common Pitfalls for Indian Students




Mistakes in % Change: Use the correct base value (e.g., "increase from January to February" uses February as base).
Overlooking Negative Roots: Quadratic equations may have two solutions.
Misapplying Remainder Rules: E.g., ( 15 \div 4 = 3 R3 ), not ( R-1 ).



Final Practice Tip


  Use official GMATPrep software to simulate Slot 1 conditions. Focus on data sufficiency (a weaker area for many Indian students) and quantitative comparisons.


  Let me know if you need specific question breakdowns or further clarification! 🎯
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