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November 01, 2025, 01:09:00 pm

Author Topic: help - heat of combustion question  (Read 7094 times)  Share 

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Justanotherhuman

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help - heat of combustion question
« on: January 25, 2019, 05:26:16 pm »
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 0.250 g of black coal was burnt and used to heat 300ml of water. Temperature of water rises by 6.67 degrees. Calculate the heat of combustion of in kJ/g of the coal assuming all energy released was used to heat the water.

Step 1:
q=mcT
= 300 X 4.18 X 6.67
= 8364.18 J

Step 2:
Energy = heat of combustion X mol
STUCK HERE, how do you calculate the mol of "back coal" since you don't know the molar mass?

sweetcheeks

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Re: help - heat of combustion question
« Reply #1 on: January 25, 2019, 05:38:11 pm »
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The question specifies kJ/g rather than kJ/mole.

Justanotherhuman

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Re: help - heat of combustion question
« Reply #2 on: January 25, 2019, 05:49:11 pm »
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ohhh I see, how do we work that out?

sweetcheeks

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Re: help - heat of combustion question
« Reply #3 on: January 25, 2019, 06:05:36 pm »
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ohhh I see, how do we work that out?

The same way you would solve for molar heat of combustion, except you use grams rather than moles and kJ/g rather than kJ/ mole. Energy = Mass x Heat of combustion (kJ/g). Rearrange to solve for heat of combustion.

huity

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Re: help - heat of combustion question
« Reply #4 on: January 25, 2019, 07:28:55 pm »
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Hey  ;D

You've done step 1 nearly perfectly (good work on not falling for the trap of using the mass of coal instead of the mass of water).
See what is written in the below comment :D

Continuing with what sweetcheeks wrote, for Step 2:
heat of combustion (kJ/g)
= energy from step 1 (kJ)/ mass of coal (g)
= 8.36418 kJ/ 0.250 g
= 33.5 kJ/g (3 sig figs).

Hope that helps  :D
« Last Edit: January 31, 2019, 07:13:03 pm by liz.h »

KiNSKi01

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Re: help - heat of combustion question
« Reply #5 on: January 31, 2019, 05:56:22 pm »
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Also you have to convert 300 mL to a mass because you can;t use a measurement of capacity in q=mc delta t

So multiply 300 mL by 0.997 (density in g/mL of water). Basically get the same answer but still
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