The balanced equation for considered reaction can be written as follows
"PbCO_3 \\xrightarrow{t \\degree C} PbO + CO_2"
"\\frac{m(PbCO_3)}{M(PbCO_3) \\cdot n(PbCO_3)} = \\frac{m(PbO)}{M(PbO) \\cdot n(PbO)}",
where "m" - mass, g; "M" - molar mass, g/mol; "n" - number of molecules in the balanced equation.
"m(PbO) = \\frac{m(PbCO_3) \\cdot M(PbO) \\cdot n(PbO)}{M(PbCO_3) \\cdot n(PbCO_3)}"
"M(PbCO_3) = 1 \\cdot 207.2 + 1 \\cdot 12.011 + 3 \\cdot 15.9994 \\approx 267.21 \\; g\/mol"
"M(PbO) = 1 \\cdot 207.2 1 \\cdot 15.9994 \\approx 223.21 \\; g\/mol"
"m(PbO) = \\frac{2.50 \\cdot 223.21 \\cdot 1}{267.21 \\cdot 1} \\approx 2.09 \\; g"
Answer: 2.09 g.
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