Chemistry
Grade-8
Easy
Question
Which scientist first prepared the Hydrogen gas?
- J.J. Thomson
- Robert Boyle
- Henry Cavendish
- Lavoisier
Hint:
The scientist thought it to be ordinary gas and ignored it.
The correct answer is: Robert Boyle
The correct option is b) Robert Boyle.
- Robert Boyle produced hydrogen gas in 1671 during his iron and acid experiments.
- Robert Boyle discovered and described that the reaction of scrap iron with dilute acid resulted in the production of hydrogen gas.
- Between 1766 and his 1781, Henry Cavendish was the first to recognize that hydrogen gas is itself a substance, which when burned produces water. He called it "flammable air."
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Identify the least stable isotopes from all synthesized isotopes shown the below:
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In the laboratory preparation of Hydrogen, dilute nitric acid cannot be used because:
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During the discovery of Hydrogen, which of the following scientist give the name Hydrogen?
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What are the products obtained in the following reactions?
![text (i). end text straight H subscript 2 straight O left parenthesis straight l right parenthesis plus CO subscript 2 text (g) end text ⟶ ?](data:image/png;base64,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)
![text (ii). end text space CH subscript 4 left parenthesis space straight g right parenthesis plus straight H subscript 2 straight O left parenthesis straight g right parenthesis ⟶ text ? end text](data:image/png;base64,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)
What are the products obtained in the following reactions?
![text (i). end text straight H subscript 2 straight O left parenthesis straight l right parenthesis plus CO subscript 2 text (g) end text ⟶ ?](data:image/png;base64,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)
![text (ii). end text space CH subscript 4 left parenthesis space straight g right parenthesis plus straight H subscript 2 straight O left parenthesis straight g right parenthesis ⟶ text ? end text](data:image/png;base64,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)
ChemistryGrade-8
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The metal that acts as a catalyst in the laboratory preparation of Hydrogen is:
The metal that acts as a catalyst in the laboratory preparation of Hydrogen is:
ChemistryGrade-8
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Identify the radioactive isotope from the following?
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ChemistryGrade-8
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What products are obtained in the Bosch process in the formation of Hydrogen?
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ChemistryGrade-8
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Which of the following isotopes are produced in the laboratory?
ChemistryGrade-8
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Although all active metals liberate Hydrogen gas with acids, zinc is preferentially used in the laboratory preparation of Hydrogen. Various metals are not suitable for different reasons. The metals and the reasons for their non-suitability are given below. Identify the wrong set:
ChemistryGrade-8
Chemistry
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The Hydrogen gas was first prepared by:
ChemistryGrade-8
Chemistry
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The molecular formula of cane sugar is
ChemistryGrade-8
Chemistry
Identify the products obtained in the below reactions.
![](data:image/png;base64,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)
Identify the products obtained in the below reactions.
![](data:image/png;base64,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)
ChemistryGrade-8