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According to Fourier’s law, Q = kA(T₁ − T₂)t/x. Which conclusion about heat flow is most consistent in practical situations?

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Question

According to Fourier’s law, Q = kA(T₁ − T₂)t/x. Which conclusion about heat flow is most consistent in practical situations?

Options

  • Heat flow does not depend on material

  • Heat flow increases with larger k, larger A, larger ΔT, and smaller x

  • Heat flow increases when temperature difference decreases

  • Heat flow increases when thickness increases

MCQ
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Solution

Heat flow increases with larger k, larger A, larger ΔT, and smaller x

Explanation:

Fourier’s law shows heat flow is proportional to thermal conductivity, area, and temperature difference, and inversely proportional to thickness.

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