366371 A container with negligible heat capacity has 100 \(g\) ice at \(0^{\circ} {C}\) is suspended in a room where temperature is \(35^{\circ} {C}\). It was found that the entire ice melted in 10 hours. Now the same container having 100 \(g\) of water at \(0^{\circ} {C}\) is suspended in the same room. How much time (in \(min\)) will it take for the temperature of water to rise to \(0.5^{\circ} {C}\). Specific heat of water and specific latent heat of fusion of ice are \(1\,\, {cal}\,\, {g}^{-1}{ }^{\circ} {C}^{-1}\) and \(80\,\, {cal}\,\, {g}^{-1}\) respectively.
366372 \(500\;g\) of water and \(100\;g\) of ice at \(0^\circ C\) are in a calorimeter whose water equivalent \(40\;g.10\;g\) of steam at \(100^\circ C\) is added to it. then water in the calorimeter is: \((\) Latent heat of ice \( = 80\,cal/g\), Latent heat of steam \( = 540\,cal/g\) )
366374 A kettle with \(2\;L\) water at \(27^\circ C\) is heated by operating coil heater of power \(1\;kW\). The heat is lost to the atmosphere at constant rate \(160\;J/\), when it is open. In how much time will water be heated to \(77^\circ C(sp\). heat of water \( = 4.2\;kJ/kg\) ) with lid open?
366371 A container with negligible heat capacity has 100 \(g\) ice at \(0^{\circ} {C}\) is suspended in a room where temperature is \(35^{\circ} {C}\). It was found that the entire ice melted in 10 hours. Now the same container having 100 \(g\) of water at \(0^{\circ} {C}\) is suspended in the same room. How much time (in \(min\)) will it take for the temperature of water to rise to \(0.5^{\circ} {C}\). Specific heat of water and specific latent heat of fusion of ice are \(1\,\, {cal}\,\, {g}^{-1}{ }^{\circ} {C}^{-1}\) and \(80\,\, {cal}\,\, {g}^{-1}\) respectively.
366372 \(500\;g\) of water and \(100\;g\) of ice at \(0^\circ C\) are in a calorimeter whose water equivalent \(40\;g.10\;g\) of steam at \(100^\circ C\) is added to it. then water in the calorimeter is: \((\) Latent heat of ice \( = 80\,cal/g\), Latent heat of steam \( = 540\,cal/g\) )
366374 A kettle with \(2\;L\) water at \(27^\circ C\) is heated by operating coil heater of power \(1\;kW\). The heat is lost to the atmosphere at constant rate \(160\;J/\), when it is open. In how much time will water be heated to \(77^\circ C(sp\). heat of water \( = 4.2\;kJ/kg\) ) with lid open?
366371 A container with negligible heat capacity has 100 \(g\) ice at \(0^{\circ} {C}\) is suspended in a room where temperature is \(35^{\circ} {C}\). It was found that the entire ice melted in 10 hours. Now the same container having 100 \(g\) of water at \(0^{\circ} {C}\) is suspended in the same room. How much time (in \(min\)) will it take for the temperature of water to rise to \(0.5^{\circ} {C}\). Specific heat of water and specific latent heat of fusion of ice are \(1\,\, {cal}\,\, {g}^{-1}{ }^{\circ} {C}^{-1}\) and \(80\,\, {cal}\,\, {g}^{-1}\) respectively.
366372 \(500\;g\) of water and \(100\;g\) of ice at \(0^\circ C\) are in a calorimeter whose water equivalent \(40\;g.10\;g\) of steam at \(100^\circ C\) is added to it. then water in the calorimeter is: \((\) Latent heat of ice \( = 80\,cal/g\), Latent heat of steam \( = 540\,cal/g\) )
366374 A kettle with \(2\;L\) water at \(27^\circ C\) is heated by operating coil heater of power \(1\;kW\). The heat is lost to the atmosphere at constant rate \(160\;J/\), when it is open. In how much time will water be heated to \(77^\circ C(sp\). heat of water \( = 4.2\;kJ/kg\) ) with lid open?
366371 A container with negligible heat capacity has 100 \(g\) ice at \(0^{\circ} {C}\) is suspended in a room where temperature is \(35^{\circ} {C}\). It was found that the entire ice melted in 10 hours. Now the same container having 100 \(g\) of water at \(0^{\circ} {C}\) is suspended in the same room. How much time (in \(min\)) will it take for the temperature of water to rise to \(0.5^{\circ} {C}\). Specific heat of water and specific latent heat of fusion of ice are \(1\,\, {cal}\,\, {g}^{-1}{ }^{\circ} {C}^{-1}\) and \(80\,\, {cal}\,\, {g}^{-1}\) respectively.
366372 \(500\;g\) of water and \(100\;g\) of ice at \(0^\circ C\) are in a calorimeter whose water equivalent \(40\;g.10\;g\) of steam at \(100^\circ C\) is added to it. then water in the calorimeter is: \((\) Latent heat of ice \( = 80\,cal/g\), Latent heat of steam \( = 540\,cal/g\) )
366374 A kettle with \(2\;L\) water at \(27^\circ C\) is heated by operating coil heater of power \(1\;kW\). The heat is lost to the atmosphere at constant rate \(160\;J/\), when it is open. In how much time will water be heated to \(77^\circ C(sp\). heat of water \( = 4.2\;kJ/kg\) ) with lid open?
366371 A container with negligible heat capacity has 100 \(g\) ice at \(0^{\circ} {C}\) is suspended in a room where temperature is \(35^{\circ} {C}\). It was found that the entire ice melted in 10 hours. Now the same container having 100 \(g\) of water at \(0^{\circ} {C}\) is suspended in the same room. How much time (in \(min\)) will it take for the temperature of water to rise to \(0.5^{\circ} {C}\). Specific heat of water and specific latent heat of fusion of ice are \(1\,\, {cal}\,\, {g}^{-1}{ }^{\circ} {C}^{-1}\) and \(80\,\, {cal}\,\, {g}^{-1}\) respectively.
366372 \(500\;g\) of water and \(100\;g\) of ice at \(0^\circ C\) are in a calorimeter whose water equivalent \(40\;g.10\;g\) of steam at \(100^\circ C\) is added to it. then water in the calorimeter is: \((\) Latent heat of ice \( = 80\,cal/g\), Latent heat of steam \( = 540\,cal/g\) )
366374 A kettle with \(2\;L\) water at \(27^\circ C\) is heated by operating coil heater of power \(1\;kW\). The heat is lost to the atmosphere at constant rate \(160\;J/\), when it is open. In how much time will water be heated to \(77^\circ C(sp\). heat of water \( = 4.2\;kJ/kg\) ) with lid open?