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Jen is driving north at 65 kph and Laurel is driving after her at 85 kph but starts out an hour later. If they start from the same place then how long will it take before Laurel catches up to Jen? • 5 hours 3.5 hours 3.25 hours 04 hours

Jen is driving north at 65 kph and Laurel is driving after her at 85 kph but starts out an hour later. If they start from the same place then how long will it take before Laurel catches up to Jen? • 5 hours 3.5 hours 3.25 hours 04 hours

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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jen is driving north at 65 mph and laurel is driving after her at 85 mph but starts out an hour later. if they start from the same place then how long will it take before laurel catches up to jen?

**Problem Statement:** Jen is driving north at 65 kph and Laurel is driving after her at 85 kph but starts out an hour later. If they start from the same place, then how long will it take before Laurel catches up to Jen? **Options:** - 5 hours (Selected) - 3.5 hours - 3.25 hours - 4 hours **Explanation:** This problem involves calculating the time it takes for one moving object to catch up to another. Jen has a head start, and her starting speed is slower than Laurel, who begins an hour later. The question seeks to determine how long it will take Laurel, with a faster speed, to catch up to Jen. The correct answer, indicated by the selection, is 5 hours.
Transcribed Image Text:**Problem Statement:** Jen is driving north at 65 kph and Laurel is driving after her at 85 kph but starts out an hour later. If they start from the same place, then how long will it take before Laurel catches up to Jen? **Options:** - 5 hours (Selected) - 3.5 hours - 3.25 hours - 4 hours **Explanation:** This problem involves calculating the time it takes for one moving object to catch up to another. Jen has a head start, and her starting speed is slower than Laurel, who begins an hour later. The question seeks to determine how long it will take Laurel, with a faster speed, to catch up to Jen. The correct answer, indicated by the selection, is 5 hours.
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