) CalculatetheconcentrationofH2 O2 in FA 3, in mol dm –3 . concentrationofH2 O2 in FA 3 = .............................. mol dm–3 [1](v) When hydrogen peroxide decomposes in the presence of a catalyst, oxygen is produced.H2 O2(aq) H2O(l)+12 O2(g) The ‘volume strength’ of hydrogen peroxide is equal to the volume of oxygen, in dm3 ,produced under room conditions, when 1.00 dm 3 of the solution decomposes.Use your answer to (c)(iv) and the equation above to calculate the volume, in dm3 , ofoxygen produced when 1.00 dm3 of FA 3 decomposes. This is the ‘volume strength’, in vol,of FA 3. (Underroomconditions1.00molofgasoccupiesavolumeof24.0dm3 . If you were unable to calculate the concentration of H2 O2 in FA 3, assume that it is1.02 mol dm –3 . This may not be the correct value.)‘volume strength’ of FA 3 = .............................. vol [2](d) Themaximumerrorinreadinga25.0cm3pipetteis±0.06cm3 . Showbycalculationthatthepipetteismoreaccuratethanaburetteformeasuring25.0cm3 ofsolution................................................................................................................................................................................................................................................................................................... [1] [Total:15]
Question
) CalculatetheconcentrationofH2 O2 in FA 3, in mol dm –3 . concentrationofH2 O2 in FA 3 = .............................. mol dm–3 1 When hydrogen peroxide decomposes in the presence of a catalyst, oxygen is produced.H2 O2(aq) H2O(l)+12 O2(g) The ‘volume strength’ of hydrogen peroxide is equal to the volume of oxygen, in dm3 ,produced under room conditions, when 1.00 dm 3 of the solution decomposes.Use your answer to (c)(iv) and the equation above to calculate the volume, in dm3 , ofoxygen produced when 1.00 dm3 of FA 3 decomposes. This is the ‘volume strength’, in vol,of FA 3. (Underroomconditions1.00molofgasoccupiesavolumeof24.0dm3 . If you were unable to calculate the concentration of H2 O2 in FA 3, assume that it is1.02 mol dm –3 . This may not be the correct value.)‘volume strength’ of FA 3 = .............................. vol 2 Themaximumerrorinreadinga25.0cm3pipetteis±0.06cm3 . Showbycalculationthatthepipetteismoreaccuratethanaburetteformeasuring25.0cm3 ofsolution................................................................................................................................................................................................................................................................................................... [1] [Total:15]
Solution
The question seems to be a bit jumbled, but I'll try to answer it as best as I can.
(i) To calculate the concentration of H2O2 in FA 3, we need more information such as the mass of H2O2 and the volume of the solution. However, if we assume that the concentration is 1.02 mol dm–3 as suggested, we can use this value for the next part of the question.
(ii) The volume strength of hydrogen peroxide is equal to the volume of oxygen produced when 1.00 dm3 of the solution decomposes. From the balanced chemical equation, we can see that 1 mol of H2O2 produces 1/2 mol of O2. Therefore, if we have 1.02 mol of H2O2, we will produce 1.02/2 = 0.51 mol of O2. Under room conditions, 1.00 mol of gas occupies a volume of 24.0 dm3. Therefore, 0.51 mol of O2 will occupy a volume of 0.51 * 24.0 = 12.24 dm3. This is the volume strength of FA 3.
(iii) The maximum error in reading a 25.0 cm3 pipette is ±0.06 cm3. To calculate the percentage error, we divide the error by the total volume and multiply by 100. Therefore, the percentage error for the pipette is (0.06/25.0) * 100 = 0.24%. The burette typically has a percentage error of 0.5%, so the pipette is more accurate for measuring 25.0 cm3 of solution.
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