One end of an iron poker is placed in a fire where the temperature is $36 4^{\circ} C$ , and the other end is kept at a temperature of $24. 1^{\circ} C$ . The poker is $0.566 m$ long and has a radius of $4.03 \times 1 0^{- 3} m$ . Ignoring the heat lost along the length of the poker, find the amount of heat conducted from one end of the poker to the other in $5.00 s$ . Take the thermal conductivity of iron to be $79 J / (sm C^{\circ})$ .

Question

One end of an iron poker is placed in a fire where the temperature is

36 4^{\circ} C

, and the other end is kept at a temperature of

24. 1^{\circ} C

. The poker is

0.566 m

long and has a radius of

4.03 \times 1 0^{- 3} m

. Ignoring the heat lost along the length of the poker, find the amount of heat conducted from one end of the poker to the other in

5.00 s

. Take the thermal conductivity of iron to be

79 J / (sm C^{\circ})

.

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