MATH NAHON On. -Re In: ro 7 GRADE ACCEUERATED мити H. Hinel Simint On-Ramp Learning Michael measured the same table two times. The table was 4 feet tall the first time and approximately 1.2 meters tall the second time. Determine which explanation below is the best reason on why the measurements are not the same. A Feet are shorter than meters, therefore more feet are used. B Feet are longer than meters, therefore there are more feet. C Meters are longer than feet, therefore more meters are used. Meters are shorter than feet, therefore more meters are used. I don't know yet

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Convert units:  question_prompt: Determine why the measurements of the table in feet and meters are not the same. Calculate conversion:  Step 1: Know that 1 meter is approximately equal to 3.28 feet. Compare measurements:  Step 2: Convert 1.2 meters to feet by multiplying by 3.28. So, 1.2 meters * 3.28 feet/meter = 3.936 feet. Understand difference:  Step 3: Compare the two measurements. The first measurement is 4 feet, and the second measurement after conversion is approximately 3.936 feet. Choose explanation:  Step 4: Since the second measurement in feet (3.936 feet) is less than the first measurement (4 feet), it shows that meters are longer than feet because a smaller number of meters (1.2) is equal to a nearly similar but slightly smaller number of feet (3.936).  Step 5: Choose the best explanation. The correct explanation is C: Meters are longer than feet, therefore more meters are used.

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