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Answer :
John's mass is approximately 253.53 pounds, while Sally's mass is given as 115 pounds. Therefore, John is the heavier of the two.
To compare the masses of John and Sally, we need to make sure both masses are in the same unit. John's mass is given in kilograms (kg), and Sally's mass is given in pounds (lb). To compare them, we can convert one of them to the other unit.
Since 1 kilogram is approximately equal to 2.20462 pounds, we can convert John's mass from kilograms to pounds:
John's mass (in pounds) = 115 kg * 2.20462 lb/kg ≈ 253.53 lb
So, John's mass is approximately 253.53 pounds.
Now that both John and Sally's masses are in pounds, we can compare them.
John's mass is approximately 253.53 pounds, while Sally's mass is given as 115 pounds. Therefore, John is the heavier of the two.
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John is heavier than Sally since 115 kg is greater than 52.16308 kg after converting Sally's mass from pounds to kilograms.
To determine who is heavier between John and Sally, we need to compare their masses using the same unit. John has a mass of 115 kg, while Sally has a mass of 115 lb. To convert Sally's mass from pounds to kilograms, we use the conversion factor: 1 lb ≈ 0.453592 kg.
Therefore, Sally's mass in kilograms is:
115 lb × 0.453592 kg/lb ≈ 52.16308 kg
Since 115 kg (John's mass) is greater than 52.16308 kg (Sally's mass), John is heavier than Sally.
