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------------------------------------------------ Kareena's watch loses 15 minutes every hour. The clock is set at the correct time at 9:00 A.M. What is the correct time when Kareena's watch first shows 11:00 A.M.?

The question deals with the concept of relative speed and time conversion. Kareena's watch is losing 15 minutes per 'watch hour', so when her watch shows 11:00 AM, it's actually 11:30 AM.

Explanation:

The subject of this question is Mathematics, focusing on the concept of relative speed and time conversion. It's a problem that relates real-life scenario to mathematical concept, specifically in terms of how we measure and calculate time.

In this question, Kareena's watch loses 15 minutes every hour. This means for every real-life 60 minutes (an hour), Kareena's watch only registers 45 minutes.

So, when Kareena's watch shows 11:00 AM (which means her watch has counted 120 minutes or 2 hours from 9:00 AM), the correct time will be slightly more than 2 hours as for each 'watch hour' there's a loss of 15 minutes.

To determine the real time, we add up the 'loss time'. As Kareena's watch loses 15 minutes in an hour, in 2 'watch hours', the total lost time will be 30 minutes. So, when Kareena's watch shows 11:00 AM, the actual correct time will be 11:30 AM.

Learn more about Time Conversion here:

https://brainly.com/question/36044379

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