The amount of skin covering a person's body (in square feet) depends on the person's height and weight. One model for estimating this skin surface area is A(w, h) = 0.6416w0.42540.725 square feet for a person weighing w pounds who is h feet tall. If a person 5 feet 7 inches tall who weighs 125 pounds grows 2 inches in height, by approximately how much must this person's weight change if the skin surface area is to remain the same? (Round your answer to two decimal places.) 103.65 x b
The amount of skin covering a person's body (in square feet) depends on the person's height and weight. One model for estimating this skin surface area is A(w, h) = 0.6416w0.42540.725 square feet for a person weighing w pounds who is h feet tall. If a person 5 feet 7 inches tall who weighs 125 pounds grows 2 inches in height, by approximately how much must this person's weight change if the skin surface area is to remain the same? (Round your answer to two decimal places.) 103.65 x b
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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calulus help ? not 103.65 or 6.12 so im not sure what it should be
The amount of skin covering a person's body (in square feet) depends on the person's height and weight. One model for estimating this skin surface area is
A(w, h) = 0.6416w0.425h0.725 square feet
for a person weighing w pounds who is h feet tall. If a person 5 feet 7 inches tall who weighs 125 pounds grows 2 inches in height, by approximately how much must this person's weight change if the skin surface area is to remain the same? (Round your answer to two decimal places.)
Transcribed Image Text:The amount of skin covering a person's body (in square feet) depends on the person's height and weight. One model for estimating this skin surface area is
A(w, h) = 0.6416w0.42540.725 square feet
for a person weighing w pounds who is h feet tall. If a person 5 feet 7 inches tall who weighs 125 pounds grows 2 inches in height, by approximately how much must this person's weight change if the skin surface
area is to remain the same? (Round your answer to two decimal places.)
103.65
x b
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