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Relative Speed & Train Problems: Mastering Time, Speed & Distance (Part 2) | CAT 2026

CAT 2026: Don’t Just Solve, CRACK TSD Part 2 | Relative Speed & Train Logic

If you are still using Distance = Speed \Time for every problem, you’re losing precious seconds. In the CAT, TSD isn't a math chapter; it’s a logic game. In this session, we move beyond the basics to master Relative Speed—the heart of Arithmetic in competitive exams.
From the "Thomas & Friends" nostalgia to the "Police-Thief" chases that actually appear in CAT, we’re breaking down the mechanics of moving objects.

What’s Different in This Session?
The Ratio Revolution: Why you don't always need to calculate speed to find the meeting point.
Train Interaction Mechanics: Visualizing relative speed without the confusion.
The "Head-Start" Trap: Mastering non-simultaneous starts (The 2 PM vs. 3:30 PM prison escape logic).
After-Meeting Geometry: Solving the "Time taken to reach destination after crossing" variation—a CAT favorite.

📊 Faculty Credentials (Verified by Third-Party Audit firm):
Ayush Matcha: CAT 99.78%ile & IIM Udaipur Alumnus (Expert for GD-PI & B-School selection).
Website Link: https://www.edushastra.com/ayush-matcha/
LinkedIn Link: https://www.linkedin.com/in/ayush-matcha/

The CAT Aspirant’s Roadmap:
0:00 – Intro: Why "Trains" are a CAT Staple.
4:50 – Concept 1: Relative Speed in Same vs. Opposite Direction.
8:30 – Concept 2: Moving Objects vs. Stationary Lengths.
12:15 – Concept 3: Meeting Point & Catch-up.
16:40 – L1 Problem: Train crossing Pole & 100m Platform.
20:10 – L2 Problem: Mumbai-Kolkata
23:45 – L2 Problem: Police Chase
27:30 – L3 Problem: Relative Speed with Unit Conversion
31:15 – Advance Logic: The Prison Escape (Working with Time Offsets).
35:00 – Strategy: How to handle TSD in the actual CAT D-Day.
💡 Pro-Tips from the Lecture:
Unit Consistency: Always check if the length is in meters and speed is in km/hr before you hit the calculator.
Relative Distance: In pursuit problems, focus on the "gap" that needs to be closed.
Simultaneous Start: If T is constant, Speed \Distance. This shortcut saves 60 seconds per problem!

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#CAT2026 #MBAAspirants #QuantitativeAptitude #RelativeSpeed #TrainProblems #CATShortcuts #IIMPreparation #TSDPart2

Видео Relative Speed & Train Problems: Mastering Time, Speed & Distance (Part 2) | CAT 2026 канала EduShastra | CAT, GMAT, SAT, CUET Free Prep
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