On January 1, an overweight college student, 5'5" tall with a BMI of 28, sets a
long-term goal to achieve a normal body composition by summer. Which of
these is the best benchmark for him to set for himself?

BMI is calculated with this formula: This mean that for a 1. 65 meter (5'5'') tall student to obtain a BMI of 28, the weight must beweight = BMI x 1.65^2weight = 28 x 2.7225weight = 76.23 kilograms.Normal BMI range is 18 - 25To reach a BMI of 25, the student's weight must be'weight = 25 x 1.65^2weight = 68 kilogramsTotal weight that the student need to lose = 76.23 kg - 68 kg = 8.23 kg or 18.14 poundHealthy amount of weight to lose is around 1 pounds per week. So, the student need around 18 weeks to lose all the weight.Because of this, losing 10 pound in three months (12 weeks) is a good benchmark since it provide realistic timing and expectation for the student.

Hope this helps!!! Good luck!!! ;)

emilyf6054 emilyf6054 · Answer 2 · 2021-10-07T21:28:14+02:00

emilyf6054 emilyf6054

07-10-2021

Answer:

lose 10 pounds in 3 months.

Explanation:

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On January 1, an overweight college student, 5'5" tall with a BMI of 28, sets a long-term goal to achieve a normal body composition by summer. Which of these is the best benchmark for him to set for himself?

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On January 1, an overweight college student, 5'5" tall with a BMI of 28, sets a
long-term goal to achieve a normal body composition by summer. Which of
these is the best benchmark for him to set for himself?