1. If Maine Mendoza’s height is 1.63 meters, what will be its equivalent in feet, use 1 meter =3.28 feet?
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Sol39:
1
To convert Maine Mendoza’s height in meters to feet, we need to multiply it by the conversion factor 3.28 feet/meter. Therefore, Maine Mendoza’s height in feet is 1.63 meters * 3.28 feet/meter = 5.3424 feet.
The correct answer and explanation is:
Conversion of Maine Mendoza’s Height to Feet
To convert a height from meters to feet, the conversion factor of 1 meter = 3.28 feet is used. Maine Mendoza’s height of 1.63 meters can be converted as follows: Height in feet=1.63 meters×3.28 feet/meter=5.3424 feet\text{Height in feet} = 1.63 \, \text{meters} \times 3.28 \, \text{feet/meter} = 5.3424 \, \text{feet}
Thus, Maine Mendoza’s height is approximately 5.34 feet.
Explanation
1. Understanding the Metric and Imperial Systems
The metric system uses meters to measure length, while the imperial system uses feet. Conversions between these systems are essential in many contexts, such as when presenting measurements to international audiences. A meter is slightly longer than a yard, and 1 meter equals approximately 3.28 feet.
2. Calculation Steps
The conversion involves straightforward multiplication:
- Multiply the height in meters by 3.28, the conversion factor for feet.
- For 1.63 meters: 1.63×3.28=5.3424 feet1.63 \times 3.28 = 5.3424 \, \text{feet}.
This calculation demonstrates the precision of the metric-to-imperial conversion.
3. Practical Implications
Height conversions are commonly used in sports, fashion, healthcare, and entertainment industries where both metric and imperial units are prevalent. For instance, fans who are accustomed to feet might prefer to know Maine Mendoza’s height in feet rather than meters.
4. Rounding
The value 5.3424 feet5.3424 \, \text{feet} is rounded to two decimal places for simplicity, yielding 5.34 feet. This level of precision is typically sufficient for most practical applications.
By understanding and applying the conversion factor, one can easily switch between units, making such measurements accessible to a global audience.