Karan and Arjun run a metres race, where Karan beats Arjun by metres. To do a favour to Arjun, Karan starts metres behind the starting line in a second metre race. They both run at their earlier speeds. Which of the following is true in connection with the second race?

Karan beats Arjun by metre Explanation: Solving Step 1: Analyze the first race Distance for Karan ( ) = Distance for Arjun ( ) = Since time is constant, the ratio of their speeds ( ) is: Step 2: Analyze the second race Karan starts behind, so his total distance = . Arjun's distance = . Time taken by Karan ( ): Time taken by Arjun ( ): Step 3: Determine the winner Since , Karan wins again. In the time Karan finishes ( units), distance covered by Arjun is: Distance remaining for Arjun = . Conclusion: Karan beats Arjun by metre.

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NIMCET 2013 — Reasoning PYQ

NIMCET | Reasoning | 2013

Karan and Arjun run a $100$ metres race, where Karan beats Arjun by $10$ metres. To do a favour to Arjun, Karan starts $10$ metres behind the starting line in a second $100$ metre race. They both run at their earlier speeds. Which of the following is true in connection with the second race?

Choose the correct answer: