The value of ∂ S ∂ h . The Haycock formula for approximating the surface area, S of a human is, S = 0.024265 ( h 0.3964 ) ( w 0.5378 ) . Here h is the person’s height in centimeters and w is the person’s weight in kilograms.
The value of ∂ S ∂ h . The Haycock formula for approximating the surface area, S of a human is, S = 0.024265 ( h 0.3964 ) ( w 0.5378 ) . Here h is the person’s height in centimeters and w is the person’s weight in kilograms.
Solution Summary: The author explains the Haycock formula for approximating the surface area, S of a human.
To calculate: The value of ∂S∂h. The Haycock formula for approximating the surface area, S of a human is, S=0.024265(h0.3964)(w0.5378). Here h is the person’s height in centimeters and w is the person’s weight in kilograms.
(b)
To determine
To calculate: The value of ∂S∂w. Haycock formula for approximating the surface area, S of a human is, S=0.024265(h0.3964)(w0.5378). Here h is the person’s height in centimeters and w is the person’s weight in kilograms.
(c)
To determine
To calculate: The change in S due to a change in w when h is constant. Use the formula ΔS≈∂S∂wΔw to calculate the approximate the change in someone’s surface area given that the person is 170 cm tall, weighs 80 kg, and loses 2 kg.