An adult male's weight, in kilograms, can be modeled by the function 2 W(t) = 3 13 433 1sts 18 %3D where t measures months (t = 1 February 2010, etc.) and W is the male's weight. 1 is January 2010, t = 2 is %3D 59. Health/Medicine. During which months was the male losing weight and during which gaining weight? 60. Health/Medicine. Find the maximum weight to the nearest kilogram of the adult male during the 18 months.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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**Exercises 59 and 60: Modeling Weight Changes**

An adult male’s weight, in kilograms, can be modeled by the function:

\[ W(t) = -\frac{2}{3}t^2 + \frac{13}{5}t + \frac{433}{5}, \quad 1 \le t \le 18 \]

where \( t \) measures months (\( t = 1 \) is January 2010, \( t = 2 \) is February 2010, etc.) and \( W \) is the male’s weight.

**59. Health/Medicine**  
During which months was the male losing weight and during which gaining weight?

**60. Health/Medicine**  
Find the maximum weight to the nearest kilogram of the adult male during the 18 months.
Transcribed Image Text:**Exercises 59 and 60: Modeling Weight Changes** An adult male’s weight, in kilograms, can be modeled by the function: \[ W(t) = -\frac{2}{3}t^2 + \frac{13}{5}t + \frac{433}{5}, \quad 1 \le t \le 18 \] where \( t \) measures months (\( t = 1 \) is January 2010, \( t = 2 \) is February 2010, etc.) and \( W \) is the male’s weight. **59. Health/Medicine** During which months was the male losing weight and during which gaining weight? **60. Health/Medicine** Find the maximum weight to the nearest kilogram of the adult male during the 18 months.
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