Chemistry
Grade-10
Easy
Question
Which of the following substances are not used for the preparation of baking soda?
- Ammonium bicarbonate
- Calcium Carbonate
- Sodium carbonate
- Sodium chloride
Hint:
Calcium is not an ingredient in the process of making baking soda.
The correct answer is: Calcium Carbonate
- The chemical name of baking soda is sodium bicarbonate.
- It is prepared as follows:
NaCl + H2O + CO2 + NH3
NH4Cl + NaHCO3
- On heating baking soda
NaHCO3
Na2CO3 + CO2 + H2O
- Calcium carbonate is not used in the preparation of baking soda.
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![text (l) end text Ca left parenthesis OH right parenthesis subscript 2 left parenthesis space straight s right parenthesis plus 2 NH subscript 4 Cl left parenthesis aq right parenthesis rightwards arrow 2 NH subscript 3 left parenthesis space straight g right parenthesis plus CaCl subscript 2 text (aq) end text plus 2 straight H subscript 2 straight O left parenthesis text 1) end text](data:image/png;base64,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)
![text (II) end text 2 NaHCO subscript 3 ⟶ with 50 minus 1000 straight C on top Na subscript 2 CO subscript 3 plus straight H subscript 2 straight O plus CO subscript 2](data:image/png;base64,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)
![text (III) end text open parentheses NH subscript 4 close parentheses HCO subscript 3 plus NaCl ⟶ with 30 degree straight C on top NaHCO subscript 3 plus NH subscript 4 Cl](data:image/png;base64,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)
![text (IV) end text CaO plus straight H subscript 2 straight O rightwards arrow Ca left parenthesis OH right parenthesis subscript 2](data:image/png;base64,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)
Different steps involved in the preparation of sodium carbonate by the Solvay process are given below. Arrange them in the correct sequence.
![text (l) end text Ca left parenthesis OH right parenthesis subscript 2 left parenthesis space straight s right parenthesis plus 2 NH subscript 4 Cl left parenthesis aq right parenthesis rightwards arrow 2 NH subscript 3 left parenthesis space straight g right parenthesis plus CaCl subscript 2 text (aq) end text plus 2 straight H subscript 2 straight O left parenthesis text 1) end text](data:image/png;base64,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)
![text (II) end text 2 NaHCO subscript 3 ⟶ with 50 minus 1000 straight C on top Na subscript 2 CO subscript 3 plus straight H subscript 2 straight O plus CO subscript 2](data:image/png;base64,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)
![text (III) end text open parentheses NH subscript 4 close parentheses HCO subscript 3 plus NaCl ⟶ with 30 degree straight C on top NaHCO subscript 3 plus NH subscript 4 Cl](data:image/png;base64,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)
![text (IV) end text CaO plus straight H subscript 2 straight O rightwards arrow Ca left parenthesis OH right parenthesis subscript 2](data:image/png;base64,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)
ChemistryGrade-10
Chemistry
In the Solvay process, the raw material which is used is
In the Solvay process, the raw material which is used is
ChemistryGrade-10
Chemistry
Read the given following paragraph and fill in the blanks by choosing an appropriate option.
Baking powder is a mixture of ___A___ and mild edible acid ___B___. When it is heated, the product formed is ___C___ which makes cakes and doughnuts spongy.
Identify A, B and C, respectively, in the above changes?
Read the given following paragraph and fill in the blanks by choosing an appropriate option.
Baking powder is a mixture of ___A___ and mild edible acid ___B___. When it is heated, the product formed is ___C___ which makes cakes and doughnuts spongy.
Identify A, B and C, respectively, in the above changes?
ChemistryGrade-10
Chemistry
Which of the following substance is used in fire-extinguisher?
![](data:image/png;base64,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)
Which of the following substance is used in fire-extinguisher?
![](data:image/png;base64,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)
ChemistryGrade-10