You make yourself some hot tea (225 mL of tea at 88*C), but after making it you discover that you are really in the mood for iced tea. You have an unlimited supply of ice cubes at 0*C. What mass of ice cubes will you need to add in order to cool your tea to 0*C and get the iced tea you crave?
Density of your ice tea= 1.00g/mL (same was water)
Specific heat of your tea = 4.184 J/*C g (same as water)
Specific heat of ice = 2.087 J/*C g
Heat of fusion = 6.02 kJ/mol
Heat of Vaporization = 40.7 kJ/mol
Solve and explain Please & Thank You
Density of your ice tea= 1.00g/mL (same was water)
Specific heat of your tea = 4.184 J/*C g (same as water)
Specific heat of ice = 2.087 J/*C g
Heat of fusion = 6.02 kJ/mol
Heat of Vaporization = 40.7 kJ/mol
Solve and explain Please & Thank You
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to my understanding of the question, we have hot tea ( liquid ) and we are going make it 'ice tea' where the tea is still liquid. therefore the system will not change in state
however certain ice will become liquid when they are mixed up. ( buerk dilute tea lol)
so the ice will become liquid ice and remain at zero degrees cel
so for tea : Q = mc(t1 - t2) ............ q ( thermal energy)
ice : Q = nHf
since thermal e will be same for both( same system)
mc (t1 - t2) = n Hf i presume tea is also 1.00 g/ml
D = m/v
M = 1x 225 = 225 g
225 x 4.184 ( 88 - 0 ) = n 6.02 x10^3
N = 13.76 MOLES
so now m/m.r = N
m = n x m.r (18 for h20)
= 247.5 g
however certain ice will become liquid when they are mixed up. ( buerk dilute tea lol)
so the ice will become liquid ice and remain at zero degrees cel
so for tea : Q = mc(t1 - t2) ............ q ( thermal energy)
ice : Q = nHf
since thermal e will be same for both( same system)
mc (t1 - t2) = n Hf i presume tea is also 1.00 g/ml
D = m/v
M = 1x 225 = 225 g
225 x 4.184 ( 88 - 0 ) = n 6.02 x10^3
N = 13.76 MOLES
so now m/m.r = N
m = n x m.r (18 for h20)
= 247.5 g