heat needed to raise T of solid water from -33.5 to solid water at zero C.
q1 = mass ice x specific heat solid ice x (Tfinal-Tinitia) where Tfinal is zero and Tinitial is -33.5
q2 = heat need to melt ice; i.e., change solid water at zero C to liquid water at zero C.
q2 = mass ice x heat fusion
q3 = heat needed to raise T liquid water from zero C to liquid water at 100 C.
q3 = mass H2O x specific heat H2O x (Tfinal-Tinitial) where Tf is 100 and Ti is 0.
q4 = heat needed to convert liquid water at 100 C to steam at 100 C.
q4 = mass H2O x heat vaporization.
Calculate the amount of heat required to convert 17.5g of ice at -33.5∘C to steam at 100.0∘C.
5 answers
that just confused me ....so i used q2 and then q4....because going from a ice to stream is another conversion
Come on shadow.
The q1 is to get you from ice at -33.5 to zero.
The q2 is to get you from solid ice to liquid water.
The q3 is to get you from zero C to 100 C.
And q4 is to get you from liquid water at 100 to steam at 100.
The problem asks for heat need to go from -33.5 to steam at 100. I gave it to you in each piece needed. The TOTAL, which is what the problem wants, is
q1 + q2 + q3 + q4. You just add each of the pieces together to arrive at the total. I assumed it was obvious that you added each piece so I didn't write that. Sorry. Perhaps I should have written it.
The q1 is to get you from ice at -33.5 to zero.
The q2 is to get you from solid ice to liquid water.
The q3 is to get you from zero C to 100 C.
And q4 is to get you from liquid water at 100 to steam at 100.
The problem asks for heat need to go from -33.5 to steam at 100. I gave it to you in each piece needed. The TOTAL, which is what the problem wants, is
q1 + q2 + q3 + q4. You just add each of the pieces together to arrive at the total. I assumed it was obvious that you added each piece so I didn't write that. Sorry. Perhaps I should have written it.
Can u do it in simple way with calculations
Who much heat energy is required to convert 10g of ice into 10 degree celsius to steam at 120 degrees Celsius