Vhw The Mosteller formula for approximating the surface area, S, in m², of a human is given by S = 60 where h is th person's height in cm and w is the person's weight in kg. Complete parts a), b), and c) below. se a) Compute Əh Vw 120/h as ah as b) Compute dw as 120 /w dw as Aw. Use this formula to dw c) The change in S due to a change in w when h is constant is approximately AS = approximate the change in someone's surface area given that the person is 170 cm tall, weighs 77 kg, and loses 6 The change in surface area is approximately m?. (Round to four decimal places as needed.)

Mathematics For Machine Technology
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ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter62: Volumes Of Prisms And Cylinders
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Problem 38A: A copper casting is in the shape of a prism with an equilateral triangle base. The length of each...
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Vhw
The Mosteller formula for approximating the surface area, S, in m², of a human is given by S =
60
where h is the
person's height in cm and w is the person's weight in kg. Complete parts a), b), and c) below.
se
a) Compute
dh
se
dh
120/h
as
b) Compute
dw
dw
120w
se
-Aw. Use this formula to
dw
c) The change in S due to a change in w when h is constant is approximately AS
approximate the change in someone's surface area given that the person is 170 cm tall, weighs 77 kg, and loses 6
The change in surface area is approximately
m-.
(Round to four decimal places as needed.)
Enter vour answer in the answer box and then click Check Answer.
Transcribed Image Text:Vhw The Mosteller formula for approximating the surface area, S, in m², of a human is given by S = 60 where h is the person's height in cm and w is the person's weight in kg. Complete parts a), b), and c) below. se a) Compute dh se dh 120/h as b) Compute dw dw 120w se -Aw. Use this formula to dw c) The change in S due to a change in w when h is constant is approximately AS approximate the change in someone's surface area given that the person is 170 cm tall, weighs 77 kg, and loses 6 The change in surface area is approximately m-. (Round to four decimal places as needed.) Enter vour answer in the answer box and then click Check Answer.
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