Note : heat lost from water which is at higher temp. This heat is gain by ice at -10.5 ℃... After heat gain, ice at -10.5℃ raises its temp upto 0℃. in this state, ice is still solid. after reaching at 0℃, ice melts and convert into 0℃ water. now this ice water temp again raises to final equilibrium temp Tf.
water which is at 19℃ coverts into water at Tf temp.

can someone tell me how they got this answer 0/1pts Question 7 Ice with a mass...
How much heat is required to convert solid ice with a mass of 525 g and at a temperature of-23.5 °C to liquid water at a temperature of 48.5 °C? (The specific heat of ice is cice = 2100 /kgK, the specific heat of water is cwater-4186.8 J/kgK, and the heat of fusion for water is: Lf 334 kJ/kg.) Submit Answer Tries 0/12
How much heat is required to convert solid ice with a mass of 850 g and at a temperature of -26.5 °C to liquid water at a temperature of 64.5 °C? (The specific heat of ice is cice = 2100 J/kgK, the specific heat of water is cwater = 4186.8 J/kgK, and the heat of fusion for water is: Lf = 334 kJ/kg.)
How much heat is required to convert solid ice with a mass of 585 g and at a temperature of -29.0 °C to liquid water at a temperature of 74.5 °C? (The specific heat of ice is cice = 2100 J/kgK, the specific heat of water is cwater = 4186.8 J/kgK, and the heat of fusion for water is: Lf = 334 kJ/kg.)
How much heat is required to convert solid ice with a mass of 545 g at a temperature of -30.0 °C to liquid water at a temperature of 58.5 °C? The specific heat of ice is cice = 2100 J/kgK, the specific heat of water is cwater = 4186.8 J/kgK, and the heat of fusion for water is Lf = 334 kJ/kg.
How much heat is required to convert solid ice with a mass of 805 g at a temperature of -24.5 °C to liquid water at a temperature of 86.5 °C? The specific heat of ice is cice = 2100 J/kgK, the specific heat of water is cwater = 4186.8 J/kgK, and the heat of fusion for water is Lf = 334 kJ/kg.
how do I do the calculations? please be very detailed, thank
you?
Molar Heat of Fusion of Ice-Sample Worksheet Data: Mass of cup 5,50 g 155.50 g Mass of cup plus warm water 30.5 Initial temperature of "warm" water 0.0 C Initial temperature of ice 18.5 C Final temperature of the "mixture" 175.50 g Mass of cup plus "mixture" Results: Mass warm water Mass ice Temperature change of "warm" body Temperature change of "cool" body Heat energy lost by "warm"...
GOAL Solve a problem involving heat transfer and a phase change from solid to liquid. PROBLEM At a party, 6.00 kg of ice at -5.00°C is added to a cooler holding 30 liters of water at 20.0°C. What is the temperature of the water when it comes to equilibrium? STRATEGY In this problem, its best to make a table. With the addition of thermal energy Dice the ice will warm to 0°C, then melt at 0°C with the addition of...
Initial mass of ice = 150.89 g Final mass of ice = 99.69 g Initial temperature of water = 42 °C Final temperature of water = 0.4 °C Determine the mass of the ice that has melted. Determine the variation of the water temperature (ΔT). a) Calculate the energy (in J) released by 100 g of water when it cooled by ΔT. The specific heat capacity(c) of water is 4.18 J/(g°C). Use the formula Q = mcΔT and the mass...
A couple of small ice cubes at 0 °C are added to glass of warm water (mass = 0.255 kg, temperature = 65.9 °C) to cool it. All of the ice melts and the final temperature is measured to be 14.4 °C. What was the mass of the ice used?
Can anyone tell me if my calculations are correct? Water Volume and Temperature Data Water Volume (mL) Temperature (C) Initial 70mL 28.0oC Final 95mL 2.0oC System Heat Data Mass of water (g) 70.0g Mass of ice cube (g) 23.0g Change in water temperature (C) 26.0Co Change in ice temperature (C) 2.0Co Heat lost by water (J) 7618.5J Heat gained by ice after melting (J) 95.827J Heat used to melt ice (J) 7522.7Jsigfig Theoretical heat to melt ice (J) 7656.9J sigfig...