The dimension of coefficient of thermal conductivity is(dQdt=−KAdTdx), where dQ is heat transferred, dt is time taken, K is coefficient of thermal conductivity, A is cross-sectional area of conductor, dT is change in temperature and dx is length of conductor.

The dimension of coefficient of thermal conductivity is(dQdt=−KAdTdx

1.	The dimension of coefficient of thermal conductivity is(dQdt=−KAdTdx), where dQ is heat transferred, dt is time taken, K is coefficient of thermal conductivity, A is cross-sectional area of conductor, dT is change in temperature and dx is length of conductor.
Answer» The dimension of coefficient of thermal conductivity is $(\frac{d Q}{d t} = - K A \frac{d T}{d x})$ , where $d Q$ is heat transferred, $d t$ is time taken, $K$ is coefficient of thermal conductivity, $A$ is cross-sectional area of conductor, $d T$ is change in temperature and $d x$ is length of conductor.

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The dimension of coefficient of thermal conductivity is(dQdt=−KAdTdx), where dQ is heat transferred, dt is time taken, K is coefficient of thermal conductivity, A is cross-sectional area of conductor, dT is change in temperature and dx is length of conductor.

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