Commander 35 Posted November 24, 2020 Two friends A and B set out for a morning walk around the Building on the defined Walking Path starting from the same point. A will finish his walk when he completes 10 rounds. A walks twice as fast as B. If they walk in the opposite direction how many times they cross each other when A finishes his walk ? If they walk in the same direction how many times A overtakes B before he finishes his walk. 0 Share this post Link to post Share on other sites
Commander 35 Posted November 29, 2020 This must be a very simple teaser. Why no one has solved it yet ? 0 Share this post Link to post Share on other sites
