Donut.Hole Posted April 9, 2008 Posted April 9, 2008 In the formula Q=cmΔT, in which Q is the change in energy, c is the specific heat, m is the mass, and ΔT is the change in temperature, what does mΔT give you? Does it give you the amount of heat? Energy perhaps? Thanks, would be a great help if you could answer. 1
swansont Posted April 9, 2008 Posted April 9, 2008 In the formula Q=cmΔT, in which Q is the change in energy, c is the specific heat, m is the mass, and ΔT is the change in temperature, what does mΔT give you? Does it give you the amount of heat? Energy perhaps? Thanks, would be a great help if you could answer. mΔT isn't meaningful without c, because c is the intrinsic property of the material. Q is the heat. i.e. the energy that is transferred 1
MulderMan Posted May 3, 2008 Posted May 3, 2008 Think of the units: c (specific heat of soln): J g^-1 K^-1 m (mass of soln): g ΔT (change in temp): K So, looking at the units, multiplying c by m and ΔT, you are left with the the energy change (absorbed by the soln), in Joules.
asecco Posted May 17, 2008 Posted May 17, 2008 This has no physical sence, the right equation is Q=mQint were Qint is the internal heat of a substance which is calculated as Qint=CpΔT. You have only changed the order without physical sense.
DeanK2 Posted June 17, 2008 Posted June 17, 2008 Q=cmΔT can also be written as Q=(m)©(ΔT) Q is the heat change (kJ per mol) m is the mass of water or solvent (g) c is the specific heat capacity of water (4.18 J per g per K) ΔT is the overakk temperature change in K If a work example is needed simply email and will send unique solution
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