A cubical frame is made by connecting 12 identical uniform conducting rods as shown in the figure. In the steady state the temeprature of junction A is `100^(0)C` while that of the G is `0^(0)C`. Then

Four identical heat conductors are connected as shown in the figure. The temperature theta of the junction is [rods are insulated from the sides ]

Four identical heat conductors are connected as shown in the figure. The temperature theta of the junction is [rods are insulated from the sides ]

Six identical conducting rods are connected as shown in figure. In steady state temperature of point phi_(1) is fixed at 100^(@)C and temperature of phi_(6) at -80^(@)C Q. What is the temperature of phi_(5) ?

Six identical conducting rods are connected as shown in figure. In steady state temperature of point phi_(1) is fixed at 100^(@)C and temperature of phi_(6) at -80^(@)C Q. What is the temperature of phi_(5) ?

Six identical conducting rods are connected as shown in figure. In steady state temperature of point phi_(1) is fixed at 100^(@)C and temperature of phi_(6) at -80^(@)C Q. What is the temperature of phi_(2) ?

Six identical conducting rods are connected as shown in figure. In steady state temperature of point phi_(1) is fixed at 100^(@)C and temperature of phi_(6) at -80^(@)C Q. What is the temperature of phi_(2) ?

Six identical conducting rods are connected as shown in figure. In steady state temperature of point phi_(1) is fixed at 100^(@)C and temperature of phi_(6) at -80^(@)C Q. What is the temperature of phi_(3) ?

Six identical conducting rods are connected as shown in figure. In steady state temperature of point phi_(1) is fixed at 100^(@)C and temperature of phi_(6) at -80^(@)C Q. What is the temperature of phi_(3) ?

Three rods of the same dimension have thermal conductivity 3K, 2K and K as shown in the figure. The temperature of the junction in steady-state is