When the high-temperature superconductor yttrium barium copper oxide is heated under flowing H,, the solid remaining an 1000°C is a mixture of Y,O,, BaO, and Cu. The starting material has the formula YBa, Cu,O, - in which the oxygen stoichiometry varies between 7 and 6.5 (x = 0 to 0.5). %3D 1000°C 1 YBa, Cu, O, (s) + (3.5 – x)H,(g) - -Y,0,(s) + 2 BaO(s) + 3 Cu(s) +(3.5 – x)H,O(g) FM-666. 19-16.00x YBa, Cu,Os Thermogravimetric analysis. When 37.329 mg of YBa, Cu,O, -, were subjected to this analysis, 34,435 mg offsolid emained after heating to 1000°C. Find the value of x in YBa,Cu,O, --

Fundamentals Of Analytical Chemistry
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Chapter13: Titrations In Analytical Chemistry
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When the high-temperature superconductor yttrium barium copper oxide is heated under flowing H,, the solid remaining at
1000°C is a mixture of Y,O,, BaO, and Cu. The starting material has the formula YBa, Cu,0,-, in which the oxygen
stoichiometry varies between 7 and 6.5 (x = 0 to 0.5).
%3D
1000°C
YBa, Cu, O, (s) + (3.5 – x)H,(g)
FM 666. 19-16.00x
-Y,0,(s) + 2 BaO(s) + 3 Cu(s)+(3.5 – x)H,O(g)
YBa, Cu,Oss
Thermogravimetric analysis. When 37.329 mg of YBa, Cu, O, , were subjected to this analysis, 34.435 mg offsolid
remained after heating to 1000°C. Find the value of x in YBa, Cu,O, -
Propagation of error. Suppose that the uncertainty in each mass is +0.002 mg. Find the uncertainty in the value of x.
Transcribed Image Text:When the high-temperature superconductor yttrium barium copper oxide is heated under flowing H,, the solid remaining at 1000°C is a mixture of Y,O,, BaO, and Cu. The starting material has the formula YBa, Cu,0,-, in which the oxygen stoichiometry varies between 7 and 6.5 (x = 0 to 0.5). %3D 1000°C YBa, Cu, O, (s) + (3.5 – x)H,(g) FM 666. 19-16.00x -Y,0,(s) + 2 BaO(s) + 3 Cu(s)+(3.5 – x)H,O(g) YBa, Cu,Oss Thermogravimetric analysis. When 37.329 mg of YBa, Cu, O, , were subjected to this analysis, 34.435 mg offsolid remained after heating to 1000°C. Find the value of x in YBa, Cu,O, - Propagation of error. Suppose that the uncertainty in each mass is +0.002 mg. Find the uncertainty in the value of x.
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