Wearing layers of clothing in cold weather is often recommended because dead-air spaces between the layers keep the body warm by reducing the heat loss from the body. Compare the rate of heat loss for a single, 13 mm thick layer of wool to three 3 mm thick layers separated by 2 mm air gaps. Since the air gaps are so small, treat the air as stationary (i. e., assume heat is being conducted through the air gaps). Use kwool = 0.07 W/m-K and kair = 0.02 W/m-K.

Three 3 mm thick layers separated by 2 mm air gaps will provide more warmth

Explanation:

Given data :

K wool = 0.07 W/m-k

Kair = 0.02 W/m-k

i) calculating the rate of heat loss for a 13 mm thick layer of wool:

thickness = 13 mm = 0.013

Q1 = 7/13 ΔT w/m^2

ii) determining the rate of heat loss for three 3 mm thick layer of wool with 2 mm air gaps

Q2 = 23/70 ΔT w/m^2

When comparing the rate of heat loss for a single 13 mm thick layer of wool to three 3 mm thick layers separated by 2 mm air gaps it can be observed that three 3 mm thick layers separated by 2 mm air gaps will provide more warmth : Q1 > Q2

import math

x=int(input("enter a number: "))

print (math.sqrt(math.fabs(

answer:

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explanation: