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Moanas Watch Measurement, Level 4 Problem Moana set her digital watch at 13:00:00 on the last day of April. Unfortunately the watch loses 11 seconds a day. What is the time on Moanas watch when it is 13:00:00 on the last day of May? What is this problem about? First the children have to know that there are 31 days in May, 60 minutes in an hour and 60 seconds in a minute. Then they have to realize that Moanas watch will be showing less than 13:00:00. Hence they have to find out how much the watch has lost in 31 days and subtract that from 13:00:00. Achievement Objectives Measurement (Level 4) - perform calculations with time, including 24-hour clock times. Mathematical Processes Resources digital watch (to pose the problem) calendar Blackline master of the problem (English) Blackline master of the problem (Maaori) Specific learning outcomes The children will be able to: - convert seconds to minutes. - subtract minutes and seconds using a 24-hour clock Teaching sequence
Extension to the problem What if the watch lost 11 seconds an hour. What would the time read on Moana's watch? Solution to the problem Since there are 31 days between the last day of April and the last day of May, Moanas watch will have lost 31 x 11 = 341 seconds. To convert this into minutes, divide by 60. Hence 341 seconds = 5 minutes and 41 seconds. We now have to subtract 5 minutes 41 seconds from 13:00:00. This gives 12:54:19. This is the time on Moanas watch. |
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