https://www.apchemsolutions.com/downloads/thermo-2-ws.pdf number one @vocaloid
a) heat gained by the copper: q = mc deltaT since we're near room temperature we assume water has a density of 1g/1mL so we have 425g of water * 4.186 J/gC * (26.15-22.55)
I'm guessing, but is a) 94.23 K
Ah wait, lemme work this out, thank you so much
K is a unit of temperature, not heat using the specific heat capacity i've used (4.186 J/gC) will give joules as the final heat units
Why do we use the water for total mass, not the copper?
Oh wait, I see. A is asking for the change in water. Sorry about that.
for b) for a closed system we assume no energy has been lost, so all the energy gained by the water is lost by the copper
c) I'm not 100% sure but i believe it would just be the same logic as a) q = mc delta T (your solution from part a) = 85.2 * C * (221.32 - 22.55)
Wait so A and B are both 6404.6 J if I calculated correctly?
Or the temperature change is the same for both A and B
heat change is the same temp change I believe is also the same (I'm assuming the system is at thermal equilibrium)
I don't know if I got this right, I'll put in the work so it's easier for you
I don't know if I got this right, I'll put in the work so it's easier for you
Part A q=mc∆t q=(425g)(4.186J/gC)(26.15C-22.15C) q=6404.58 J Part B q=mc∆t q=(85.2g)(0.385J/gC)(26.15C-221.32C) q=-6401.96J
yeah the calculations are good
they might have wanted you to calculate the specific heat of copper rather than looking it up, by setting -6404.58 J = 82.5 * C* (26.15C-221.32C) but that's just my reasoning
since that's what part C is asking
Oh really. How would you find a specific heat of an element?
like, if we assume that all the heat gained by the water is lost by the calorimeter we just set q = mcdeltaT and solve for C this time instead of q
idk i could just be overthinking it
Oh Wait I get it. Since no energy is supposed to be lost in a system because it's a calorimeter and it's not supposed to, the answer of B is supposed to be the opposite of A.
yeah theoretically
And how would you approach D? I thought of it as kinetic and potential energy but I'm confused between the difference of the two and what it has to do with it.
as a general rule energy is always conserved; the energy lost from the metal is transferred to the water, showing conservation. even if the transfer wasn't perfect, the lost energy would be dissipated into the environment but still ultimately conserved
Oh thank you so much!!!!
are you gonna try the other ones next?
Yeah Idk how to start it at all. Is this the one where you create a table of multiple reactions? I don't know how to do those.
I don't know how to decipher what problems use the bond enthalpy crap, the hess's law table crap, or the ∆H degree crap
alright, for 2a) we just use q = mcdeltaT as before you have 200mL total of solution, and you are given the density 1g/1mL, so you just have 200g then it's just 200g * 4.184 K/gK * (28.2-23)
after that, heat of reaction is typically given as kJ/mol, so you'd just convert Joules from the previous step to kJ then divide by the moles of product formed
still there? maybe there's something conceptual I forgot to explain enthalpy of formation is the heat (usu. given in kJ) released when 1 mole of a compound is formed the reaction in this problem is the formation of water from acid and base so you'd calculate total heat using q = mcdeltaT, treating the entire solution as your system, then divide by the moles of H2O formed since we have 100mL of a 0.76M solution of acid that gives us 0.76 = moles/.1L, or 0.076 moles acid, same thing with base, 0.076 moles base, forming 0.076 moles product so whatever your q value you get, divide that by 0.076 moles product to get the heat of formation
Voca is inky too omg
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