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iHav to Drive
Power Sports & Motorsports
Going for a bike ride problem (optimization)?
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<blockquote data-quote="BlackMan1" data-source="post: 2414240" data-attributes="member: 829218"><p>Mike's house is 100 km to the east of Tom's house. At 8:00am, Mike and Tom start biking from their respective houses. Mike bikes west at 3 km/h and Tom bikes south at 10 km/h. If they continue their respective courses, how long after they start will they be closest to each other and that is the distance between them at that time? </p><p></p><p>t = </p><p></p><p>d =</p></blockquote><p></p>
[QUOTE="BlackMan1, post: 2414240, member: 829218"] Mike's house is 100 km to the east of Tom's house. At 8:00am, Mike and Tom start biking from their respective houses. Mike bikes west at 3 km/h and Tom bikes south at 10 km/h. If they continue their respective courses, how long after they start will they be closest to each other and that is the distance between them at that time? t = d = [/QUOTE]
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