During a bout with the flu an 80 kg man ran a fever of 39.0°C (102.2°F) instead of the normal body temperature of 37.0°C (98.6°F). Assuming that the human body is mostly water, how much heat is required to raise his temperature by that amount? IDENTIFY and SET UP This problem uses the relationship among heat (the target variable), mass, specific heat, and tem- perature change. We use Eq. (17.13) to determine the required heat Q. with m = 80 kg. c = 4190 J/kg K (for water), and AT = 39.0°C - 37.0°C = 2.0 C = 2.0 K. EXECUTE From Eq. (17.13), Q = mc AT = (80 kg)(4190 J/kg · K)(2.0 K) = 6.7 x 10°J If the person in the example above is a Terminator machine that is composed of 99.99% Aluminum. How much energy is required to raise his temperature on the said problem?

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Chapter1: Units, Trigonometry. And Vectors
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During a bout with the flu an 80 kg man ran a fever of 39.0C (102.2°F)
instead of the normal body temperature of 37.0°C (98.6°F). Assuming
that the human body is mostly water, how much heat is required to
raise his temperature by that amount?
the relationship
IDENTIFY and SET UP This problem uses
among heat (the target variable), mass, specific heat, and tem-
perature change. We use Eq. (17.13) to determine the required
heat Q. with m = 80 kg. c = 4190 J/kg · K (for water), and
AT = 39.0°C - 37.0°C = 2.0C = 2.0 K.
%3D
EXECUTE From Eq. (17.13),
Q = mc AT = (80 kg)(4190 J/kg · K)(2.0 K) = 6.7 × 10°J
If the person in the example above is a Terminator machine that is composed of 99.99%
Aluminum. How much energy is required to raise his temperature on the said problem?
Transcribed Image Text:During a bout with the flu an 80 kg man ran a fever of 39.0C (102.2°F) instead of the normal body temperature of 37.0°C (98.6°F). Assuming that the human body is mostly water, how much heat is required to raise his temperature by that amount? the relationship IDENTIFY and SET UP This problem uses among heat (the target variable), mass, specific heat, and tem- perature change. We use Eq. (17.13) to determine the required heat Q. with m = 80 kg. c = 4190 J/kg · K (for water), and AT = 39.0°C - 37.0°C = 2.0C = 2.0 K. %3D EXECUTE From Eq. (17.13), Q = mc AT = (80 kg)(4190 J/kg · K)(2.0 K) = 6.7 × 10°J If the person in the example above is a Terminator machine that is composed of 99.99% Aluminum. How much energy is required to raise his temperature on the said problem?
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