Two cars start towards each other, from two places A and B which are at a distance of 160 km . They start at the same time 8:10 AM. If the speeds of t - Quantitative Aptitude MCQ Indian Competitive Exam Prep 2026 | ExamTest.live

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Two cars start towards each other, from two places A and B which are at a distance of 160 km . They start at the same time 8:10 AM. If the speeds of the cars are 50 km/h and 30 km/h respectively, they will meet each other at

Solution & Step-by-step Explanation

Since the two cars are moving towards each other, their relative speed is the sum of their individual speeds: Relative Speed = 50 km/h + 30 km/h = 80 km/h The distance separating them is 160 km . The time taken to meet is calculated as: Time = \frac{Distance}{Relative Speed} = \frac{160}{80} = 2 hours They start at 8:10 AM. Adding 2 hours to 8:10 AM gives 10:10 AM.

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Two cars start towards each other, from two places A and B which are at a distance of 160 km . They start at the same time 8:10 AM. If the speeds of the cars are 50 km/h and 30 km/h respectively, they will meet each other at

10:10 AM

10:30 AM

11:10 AM

11:20 AM

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