The end A of rod AB of length 1 m is maintained at `80^(@)`C and the end B at `0^(@)`C. The temperature at a distance of 60 cm from the end A is

A rod AB is 1m long. The temperature of its one end A is maintained at 100^(@) C and other end B at 10^(@) C, the temperature at a distance of 60 cm from point B is

A rod AB is 1m long. The temperature of its one end A is maintained at 100^(@) C and other end B at 10^(@) C, the temperature at a distance of 60 cm from point B is

In steady state condition, the temperatures at the two ends of a metal rod of length 25 cm are 100^(@) C and 0^(@) C. Then temperature at a point 8cm from the hot end is

In steady state condition, the temperatures at the two ends of a metal rod of length 25 cm are 100^(@)Cand0^(@)C . Then temperature at a point 8 cm from the hot end is

In a steady state of thermal conduction, temperature of the ends A and B of 20cm long rod are 100^(0) C and 0^(@) C respectively. The temperature of the rod at a point at a distance of 6 cm from the end A of the rod is

In a steady state of heat conduction the temperature of the ends A and B of a rod 100cm long per 0^(@)C and 100^(@)C The temperature of the rod at a point 60cm distant from the end A is .

Two rods of material, x and two of y are connected as shown in the figure. All the rods are indentical in length and cross-sectional area. If the end A is maintained at 80^(@)C and the end D is maintained at 10^(@)C , calculate the temperature of the junctions B and C in the steady state. Thermal conductivity of x is double that of y .

Few rods of material X and Y are connected as shown in figure - 4.10. The cross sectional area of all the rods are same. If the end A is maintained at 80^(@)C and the end F is maintained at 10^(@)C~ . Calculate the temperatures of junctions B and E in steady state . Given that thermal conductivty of material X is double that of Y.