Chemistry
Grade-8
Easy
Question
During the discovery of Hydrogen, which of the following scientist give the name Hydrogen?
- Antoine Lavoisier
- John Dalton
- Michel faraday
- Robert Boyle
Hint:
He was a French chemist. He just named it and wasn't the founder.
The correct answer is: Antoine Lavoisier
The correct option is a)Antoine Lavoisier.
According to the Jefferson Institute, Robert Boyle produced hydrogen gas in 1671 during his experiments with iron and acid, but Henry Cavendish did not recognize it as a distinct element until 1766. This element was named hydrogen by the French chemist Antoine Lavoisier.
Related Questions to study
Chemistry
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,iVBORw0KGgoAAAANSUhEUgAAALAAAAATCAYAAAAwP4ceAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAOJ5y/mQAAA1NJREFUeNrtWjFrFEEUXlIECwkEiyWEIIQgckUIiEUIIgGLYGEhiFhYhECQEMQ/YGUTQv5AsJBDRJBUh4SAWMghISBBLEQEEQsLCYhYyLEI6xv4jizrzM57uzO7t8t+8BV3Mzc733tvZ96buSDIxgZxy9C2hfY6oqm6XNui1vaZJx5a+rxFvzqhqbp82aK29lGTXEh9F6c+XyL2hePGOduy0CF2iSdgF9+VqUuC88Qd4kdiRPxMfEQ8V1CbCx9z4Ns+adzA8wbE38THxDDrBwsQxwmwPgRVFcC3icfEZeIYuIzv7pSoS+KMd8QVzFVhirhGPCigTQqTLbjwZR8desTFhL1WbC/QNnGTOfh9YQ7lMoA7WL0mNG2TaOswdMUFdcWC+X7B3Fxrk0LiYxd+d41BVqNaCa4wHaXejNcVBfAuVi4T1rDd+NYVC+a74UmbFCZbLGKHGOBlW3XkdxMeEueEv1HP3svqoPKMcaajxtG/igD+iu3XBNX2rQRd3HmruUx70iaFzhYXEbTDwJ4lPnPkdxOeYxxuSqTm9pR4NqvTX6GjImEAZ1GCSNjHl67Y4XzzapNCZ4snxHVPfjchxIofY0c5Y8nbu4lcuLIAdrUCc5478KArzvkiRh61uQjgE0N+7uIF5/KFpXDk1A+1SiGma5RCqGOzGU/aXKQQsUCfqxQiuQLvGvxjW4D+wyvi0ggUccO3MsKRz5ym0FnPGG81Vej40sUN4B1U79wiTqLNZiuOj/8YtmefRZw0By50xKITson+PlfgMVTvx5qi45PhqGkiKHaMJtHFDeAZRnGWV5vNVhwfHyAwk5h05HeXpxBWFDnwj4P8aYItEHQ53y3ie+LV4PSw/1pQ7kWGJPW5iSC+m9guQ3zuF9AmzY91triOOYR4lrowODKMVeZFRq4UU92Rz1sG0F0p+gpg5cQ3hrbhdesv4g9U0x3HulwvEHvYOtWzf+K4aqmgNo6tbLZQ58vfkYqo4L2syXXLvkrOFcCj9KeXKTxr1sFYTf8zj8RWHFuEmly3Nva5F5ivC7ctRYYrXCC+ZOaNddI1KrZK26KHVXf4MvRQMDbBPpWsJvuGQqaFH1upvPtDcHqV/KA1bX7soxpv0dqqlih61dzaquH4B0FqVjaMfB9uAAABS3RFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtdGV4dD4mI3hBMDsoaSkuJiN4QTA7PC9tdGV4dD48bXN1Yj48bWkgbWF0aHZhcmlhbnQ9Im5vcm1hbCI+SDwvbWk+PG1uPjI8L21uPjwvbXN1Yj48bWkgbWF0aHZhcmlhbnQ9Im5vcm1hbCI+TzwvbWk+PG1vPig8L21vPjxtaSBtYXRodmFyaWFudD0ibm9ybWFsIj5sPC9taT48bW8+KTwvbW8+PG1vPis8L21vPjxtc3ViPjxtaT5DTzwvbWk+PG1uPjI8L21uPjwvbXN1Yj48bXRleHQ+JiN4QTA7KGcpJiN4QTA7PC9tdGV4dD48bW8+JiN4MjdGNjs8L21vPjxtbz4/PC9tbz48L21hdGg+StgfEAAAAABJRU5ErkJggg==)
![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
Chemistry
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
Chemistry
Identify the radioactive isotope from the following?
Identify the radioactive isotope from the following?
ChemistryGrade-8
Chemistry
What products are obtained in the Bosch process in the formation of Hydrogen?
What products are obtained in the Bosch process in the formation of Hydrogen?
ChemistryGrade-8
Chemistry
Which of the following isotopes are produced in the laboratory?
Which of the following isotopes are produced in the laboratory?
ChemistryGrade-8
Chemistry
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:
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
The Hydrogen gas was first prepared by:
The Hydrogen gas was first prepared by:
ChemistryGrade-8
Chemistry
The molecular formula of cane sugar is
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
Chemistry
Which of the following can be used to extract metals from their oxides?
Which of the following can be used to extract metals from their oxides?
ChemistryGrade-8
Chemistry
Identify the substance which is used for making the electrodes of dry cells from the below options.
Identify the substance which is used for making the electrodes of dry cells from the below options.
ChemistryGrade-8
Chemistry
Destructive distillation of bones produces _______ along with bone oil and organic compounds.
Destructive distillation of bones produces _______ along with bone oil and organic compounds.
ChemistryGrade-8
Chemistry
Which of the allotropic form of carbon is shown in the below picture?
![](data:image/png;base64,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)
Which of the allotropic form of carbon is shown in the below picture?
![](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
What products (A and B) were obtained during the following chemical reaction?
![straight C plus 2 straight H subscript 2 SO subscript 4 ⟶ with text Boiling end text on top straight A plus straight B plus 2 straight H subscript 2 straight O](data:image/png;base64,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)
What products (A and B) were obtained during the following chemical reaction?
![straight C plus 2 straight H subscript 2 SO subscript 4 ⟶ with text Boiling end text on top straight A plus straight B plus 2 straight H subscript 2 straight O](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
Identify the incorrect statement from the following.
Identify the incorrect statement from the following.
ChemistryGrade-8