If 6g of pure carbon is completely burned

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To determine the mass of carbon needed to produce 39.3 kJ of heat through combustion, the reaction is represented as C + O2 → CO2. The enthalpy change for the formation of carbon dioxide is -393.51 kJ/mol. This indicates that for every mole of CO2 produced, 393.51 kJ of heat is released. To find the moles of CO2 required to generate 39.3 kJ, the calculation involves dividing 39.3 kJ by the enthalpy change per mole. Once the moles of CO2 are established, the corresponding moles of carbon can be calculated, and subsequently, the mass of carbon can be derived. The enthalpy value of -393.51 kJ/mol for carbon dioxide can be found in various resources, including textbooks and online charts that list thermodynamic properties for common substances.
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Ques: If 6g of pure carbon is completely burned, what mass of carbon must be burned to furnish 39.3 kj of heat?

For this ques, the equation would be C + O_2 \xrightarrow~ C O_2


well, iam stuck after this
 
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well, we know that any reactant and product in its natural state has an enthalpy of zero.
Carbon, and Oxygen gas both are zero,
carbon dioxide has an enthalpy of -393.51 kJ/mol,
so the differenc of enthalpy of the products to the reactants is -393.51 kJ for every 1 mol of carbhon dioxide formed.so now figure out how many moles need to be formed to make 39.3 kJ, and then work backward to get the mols of carbon needed, then from that you can get the mass of the carbon needed.
 
how did u get the enthalpy of carbon, -393.51 kJ/mol, ?
 
I looked it up in a chart I have.
Many textbooks have charts with values of enthalpy, entropy, and free energy for common elements, usually located in the back appendixes or in the chapters pretaining to these values.
You can also find many more complete charts online.
 
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