For the heat resistance of a material, it must be made in a certain thickness. In other words, as the temperature to be tolerated increases, the reguired thickness increases. This increase has two components. Exponential and linear. You can assume the coefticient of the exponential part as one, keeping only the parameter in exponential variable. Using the temperature and thickness values given below, find out how much thickness is reguired for 100 degrees. Heat 50 200 Thickness 50 60 250
For the heat resistance of a material, it must be made in a certain thickness. In other words, as the temperature to be tolerated increases, the reguired thickness increases. This increase has two components. Exponential and linear. You can assume the coefticient of the exponential part as one, keeping only the parameter in exponential variable. Using the temperature and thickness values given below, find out how much thickness is reguired for 100 degrees. Heat 50 200 Thickness 50 60 250
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Transcribed Image Text:For the heat resistance of a material, it must be made in a certain thickness. In other words, as the
temperature to be tolerated increases, the required thickness increases. This increase has two
components. Exponential and linear. You can assume the coefficient of the exponential part as one,
keeping only the parameter in exponential variable.
Using the temperature and thickness values given below, find out how much thịckness is reguired for
100 degrees.
Нeat
Thickness
50
200
50
60
250
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