Calculate the amount of heat needed to raise the temperature of 358g of ice from -24.5degreesC to 456degreesC.
@Clemsongator Do you know how to approach this?
i got the amount of energy to cget it to 0C as 18419.1J but idk where to go from there
alright. The amount of heat released q is equal to the mass of the substance in grams, times C the specific heat times delta T the temperature change. \[q = m~C~\Delta~T\]
yeah
Our final temperature is 45.6 degrees C right?
456 degrees C
Well, I guess I decided to find the specific heat of ice. how much energy we need to put into ice to melt it. we can't do our calculation without it. 458*C is a pretty high temperature so that's why i'm asking. \[2.65~ J/grams*K\] specific heat of ice K means temperature in kelvins. so we convert our temperatures to kelvins, \[C^{0}+273 = Kelvins\] \[-24.5+273 = 248.5 K_{T_{1}}\] \[273+456 = 729K_{T_{2}}\] then we put everything into this formula alright. \[q = m~C~\Delta~T\] \[q = (358g)(2.65 \frac{ J }{ grams*K })*(729_{t2}-248.5_{t1})K = 456~Kilo~Joules\]
i thought the specific heat of ice was 2.1
The values are different depending on what units you choose to use @Clemsongator
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