A ring consisting of two parts ADB and ACB of same conductivity k carries a net amount of heat H. The ADB part is now replaced with another metal keeping the temperatures T1 and T2 constant. The net heat carried increases to 2H. What should be the conductivity of the new ADB part? Given ACBADB=3 :

A ring consisting of two parts ADB and ACB of same conductivity k carr

1.	A ring consisting of two parts ADB and ACB of same conductivity k carries a net amount of heat H. The ADB part is now replaced with another metal keeping the temperatures T1 and T2 constant. The net heat carried increases to 2H. What should be the conductivity of the new ADB part? Given ACBADB=3 :
Answer» A ring consisting of two parts ADB and ACB of same conductivity k carries a net amount of heat H. The ADB part is now replaced with another metal keeping the temperatures $T_{1} a n d T_{2}$ constant. The net heat carried increases to 2H. What should be the conductivity of the new ADB part? Given $\frac{A C B}{A D B} = 3$ :

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A ring consisting of two parts ADB and ACB of same conductivity k carries a net amount of heat H. The ADB part is now replaced with another metal keeping the temperatures T1 and T2 constant. The net heat carried increases to 2H. What should be the conductivity of the new ADB part? Given ACBADB=3 :

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