Chemistry-
General
Easy
Question
The enol form of acetone, after treatment with D2O, gives
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/910263/1/4379718/Picture483.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/910263/1/4379719/Picture484.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/910263/1/4379720/Picture485.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/910263/1/4379721/Picture486.png)
The correct answer is: ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/910263/1/4379719/Picture484.png)
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What will be the product of the following reaction
![](data:image/png;base64,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)
What will be the product of the following reaction
![](data:image/png;base64,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)
Chemistry-General
Chemistry-
The product of the following reaction is ![](data:image/png;base64,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)
The product of the following reaction is ![](data:image/png;base64,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)
Chemistry-General
Chemistry-
1,4-Dibromobutane (0.1 mole) is treated with Na2S (0.1 mole) is aqueous ethanol, the product formed is
1,4-Dibromobutane (0.1 mole) is treated with Na2S (0.1 mole) is aqueous ethanol, the product formed is
Chemistry-General
Chemistry-
The final product D in the above sequence of reactions is
The final product D in the above sequence of reactions is
Chemistry-General
Chemistry-
0-Chlorotoluene reacts with sodamide in liquid NH3 to give o-toluidine, and m-toluidine. This proceeds through an intermediate
0-Chlorotoluene reacts with sodamide in liquid NH3 to give o-toluidine, and m-toluidine. This proceeds through an intermediate
Chemistry-General
Chemistry-
The major product formed in the reaction
is
The major product formed in the reaction
is
Chemistry-General
Chemistry-
Identify the set of reagent/reaction conditions ‘X’ and ‘Y’ in the following set of transformations :
![](data:image/png;base64,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)
Identify the set of reagent/reaction conditions ‘X’ and ‘Y’ in the following set of transformations :
![](data:image/png;base64,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)
Chemistry-General
Chemistry-
obtained by chlorination of n-butane, will be
obtained by chlorination of n-butane, will be
Chemistry-General
Maths-
If
and
then a vector along r which is linear combination of p and q and also perpendicular to q is
If
and
then a vector along r which is linear combination of p and q and also perpendicular to q is
Maths-General
Chemistry-
The above structural formula refers to
The above structural formula refers to
Chemistry-General
Chemistry-
Which of the following pairs is / are correctly matched ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/628157/1/1131254/Picture33.png)
Select the correct answer using the codes given below :
Which of the following pairs is / are correctly matched ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/628157/1/1131254/Picture33.png)
Select the correct answer using the codes given below :
Chemistry-General