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The ideal rate of heat transfer through a section of an uniform wall is

A) directly proportional to the overall coefficients of heat transfer and directly proportional the thickness of the wall.
B) inversely proportional to the overall coefficients of heat transfer and directly proportional the thickness of the wall.
C) directly proportional to the overall coefficients of heat transfer and indirectly proportional the thickness of the wall.
D) inversely proportional to the overall coefficients of heat transfer and to the thickness of the wall.

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Final answer:

The ideal rate of heat transfer through a uniform wall is directly proportional to the overall coefficients of heat transfer and indirectly proportional to the thickness of the wall.

Step-by-step explanation:

The ideal rate of heat transfer through a section of a uniform wall is directly proportional to the overall coefficient of heat transfer and inversely proportional to the thickness of the wall. This can be expressed using the equation:

Rate of heat transfer = (overall coefficient of heat transfer × surface area × temperature difference) / thickness of the wall.

Therefore, the correct option is Option C) directly proportional to the overall coefficients of heat transfer and indirectly proportional the thickness of the wall.

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