Consider the following balanced thermochemical equation for the decomposition of the mineral magnesite: MgCO3 (s) LaTeX: \longrightarrow ⟶ MgO (s) + CO2 (g) LaTeX: \Delta Δ Hrxn = 117.3 kJ If MgO is produced this way, how many grams of MgO can form when 1.000 x 103 kJ of heat is transferred? Show your work.
Consider the following balanced thermochemical equation for the decomposition of the mineral magnesite: MgCO3 (s) LaTeX:...
Consider the following balanced thermochemical equation for the decomposition of the mineral magnesite: MgCO3(s) - MgO(s) + CO2(g) AHrxn - 117.3 kJ (a) Is heat absorbed or released in the reaction? released o absorbed (b) What is AHfor the reverse reaction? (@) What is AH when 4.20 mol of CO, reacts with excess MgO? kJ (d) What is AH when 30.0 g of CO, reacts with excess MgO?
Consider the following balanced thermochemical equation for the decomposition of the mineral magnesite: MgCO3() – MgO(s) + CO2(g) AH = 117.3 kJ (a) Is heat absorbed or released in the reaction? released absorbed (b) What is AHrn for the reverse reaction? (c) What is AH when 3.10 mol of CO2 reacts with ercess Mgo? kJ (d) What is AH when 33.5 g of CO, reacts with excess 190? kJ
Be sure to answer all parts. Consider the following balanced thermochemical equation for the decomposition of the mineral magnesite: MgCO3(s) - MgO(s) + CO2(g) AH - 117.3 kJ (a) Is heat absorbed or released in the reaction? absorbed released (b) What is A n for the reverse reaction? -1173 EJ (c) What is AH when 5.20 mol of CO, reacts with excess Mgo? (a) What is AH when 32.5 g of CO, reacts with exces: Mgo?
Pb.8. Consider the following balanced thermochenmical equation for the decomposition of the mineral magnesite: MgCOs(s) MgO(s)+CO2(g) AHn 117.3 kJ a) Is heat absorbed or released in the reaction? b) What is AHnn for the reverse reaction? c) What is AH when 5.35 mol of CO2 reacts with excess MgO? d) What is AH when 35.5 g of CO2 reacts with excess MgO? Page 3 of 4 CHE 120 Pb.9. Liquid hydrogen peroxide, an oxidizing agent used in many rocket fuel...
CHE 120 Pb.3. A 295- aluminum engine part at an initial temperature of 13.00'C absorbs 75.0 kJ of heat. What is the final temperature of the part? (Specific heat capacity of Al = 0.900 Jig K). Pb.4. When 155 mL of water at 26°C is mixed with 75 mL of water at 85°C, what is the final temperature? (Assume no heat lost to the surroundings; density of water = 1.00 g/mL and specific heat capacity of water = 4.184 J/g.K)....
For the balanced thermochemical equation below: 2 Mg(s) + O2(8) + 2Mg0g AH (MgO) --601.8 Assuming 40.0 g of oxygen gas is consumed in the presence of an excess amount of magnesium, how much heat in kJ is evolved (sign is assumed to be negative for heat evolved; do not include the sign). Report to the nearest 0.1 kJ.
The following thermochemical equation is for the reaction of carbon(s)with oxygen(g) to form carbon dioxide(g). C(s.graphite) + O2(g) CO2(g) Hexn=-394 kJ How many grams of C(s.graphite) would have to react to produce 139 kJ of energy? grams
13. The thermal decomposition of aluminum oxide can be represented as follows: A1203 (s) 2 Al (s) +3/2 O2 (g) AHran 1676 KJ If aluminum is produced in this way, how many grams of aluminum Could they be formed when 1,000 x 103 KJ of heat is transferred? 13. La descomposición termal del óxido de aluminio se puede representar de la siguiente forma AlLO (s)2 Al (s)+3/2 O:(g) AHn 1676 K Si el aluminio se produce de esta forma, cuántos...
The following thermochemical equation is for the reaction of ammonium nitrate(s) to form dinitrogen monoxide(g) and water(g) NH,NO3() N2O(g) + 2H2O(g) AH = -35.9 kJ How many grams of NH NO,(s) would have to react to produce 12.1 kJ of energy? grams The following thermochemical equation is for the reaction of hydrogen sulfide(g) with oxygen(g) to form water(g) and sulfur dioxide(g). 2H2S(g) + 302(g)—2H2O(g) + 2802(8) AH=-1.04x109 kJ When 9.64 grams of hydrogen sulfide(g) react with excess oxygen(g), -588.8 kJ...
q6 Choose the correct, balanced chemical equation for the following decomposition reaction: solid lithium carbonate decomposes with heat to form solid lithium oxide and carbon dioxide gas Li2CO3(s) bheatrxn Li2O(s) + CO2(g) • LiCO3(s) bheatrxn 2 LIO(s) + CO2(g) LICOz(s) wheatrxn Li(s) + CO2(g)