Chemistry
Grade-8
Easy
Question
Methyl alcohol (CH3OH) can be prepared by using
- Carbon dioxide and hydrogen
- Carbon monoxide and hydrogen
- Carbon, oxygen, and hydrogen
- Carbon, water, and hydrogen
Hint:
Carbon monoxide and hydrogen
The correct answer is: Carbon monoxide and hydrogen
Methyl alcohol can be prepared from the direct combination of carbon monoxide and hydrogen in he presence of a catalyst.
CO + 2H2 <-----> CH3OH
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Identify the fuel used in the following:
![](data:image/png;base64,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)
Identify the fuel used in the following:
![](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
Identify the pollution-free fuel from the list of fuels given below.
Identify the pollution-free fuel from the list of fuels given below.
ChemistryGrade-8
Chemistry
Catalytic hydrogenation takes place in the presence of______.
Catalytic hydrogenation takes place in the presence of______.
ChemistryGrade-8
Chemistry
For the given reaction, match column I with column II and mark the correct option from the codes given below.
![](data:image/png;base64,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)
Column A |
Column B |
(a) Oxidizing agent |
(i) H2 |
(b) Reducing agent |
(ii) 4 |
(c) x |
(iii) 3 |
(d) y |
(iv) Fe3O4 |
For the given reaction, match column I with column II and mark the correct option from the codes given below.
![](data:image/png;base64,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)
Column A |
Column B |
(a) Oxidizing agent |
(i) H2 |
(b) Reducing agent |
(ii) 4 |
(c) x |
(iii) 3 |
(d) y |
(iv) Fe3O4 |
ChemistryGrade-8
Chemistry
The type of reaction which is not a redox reaction is
The type of reaction which is not a redox reaction is
ChemistryGrade-8
Chemistry
During the redox reaction, the reducing agent itself gets _______ during the reaction.
During the redox reaction, the reducing agent itself gets _______ during the reaction.
ChemistryGrade-8
Chemistry
Given below are two statements labeled as Assertion (A) and Reason (R).
Assertion(A): Hydrogen at present cannot be used as fuel on a large scale.
Reason(R): Storage of hydrogen is dangerous as it is a light gas that is very explosive.
Select the most appropriate answer from the options given below:
Given below are two statements labeled as Assertion (A) and Reason (R).
Assertion(A): Hydrogen at present cannot be used as fuel on a large scale.
Reason(R): Storage of hydrogen is dangerous as it is a light gas that is very explosive.
Select the most appropriate answer from the options given below:
ChemistryGrade-8
Chemistry
Why did helium replace hydrogen in weather observation balloons?
(i) It forms a mixture of air that can explode.
(ii) It is heavier than hydrogen.
(iii) It is very expensive to use hydrogen gas in balloons.
Why did helium replace hydrogen in weather observation balloons?
(i) It forms a mixture of air that can explode.
(ii) It is heavier than hydrogen.
(iii) It is very expensive to use hydrogen gas in balloons.
ChemistryGrade-8
Chemistry
Identify the redox reaction from the following chemical reactions.
(i) ![](data:image/png;base64,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)
(ii) ![](data:image/png;base64,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)
(iii) ![](data:image/png;base64,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)
(iv) ![](data:image/png;base64,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)
Options:
Identify the redox reaction from the following chemical reactions.
(i) ![](data:image/png;base64,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)
(ii) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMsAAAAZCAYAAACfDdoXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQJSURBVHhe7Zs9LDxPGMef+9deCoWgI3ov0YkQFBI6r4mgQVQSFNRKlCSIBCEIHRKJaJDoECpRiqNRyOn3t9/5z5y1t3c3sXO7e/J8ks3dzOzd7fPM8zYzxCwbYhgmK//JV4ZhssDOwjCasLMwjCbsLAyjCTsLw2jCzsIwmrCzMIwmGZ3l7e2NqqqqKBaLievk5ESOpI4NDw/Lkf9xj7e1tdHX15cczW+gByWXku39/Z3m5+fp+flZyO3U1V8kLNsIVfc4lPQikUhYo6OjVjweF+3FxUUcXlrHx8eircB9ra2tnmMAn/Pqz1eGhoaskpIS6/b2VvZY4j36oAN1/SWZ3YRlG2HrPm1msR+CJiYmqKysTLTHx8fJFpwODw9F20ltbS01NDTQyMgI3d3dyd7wQJQaGxsTEcwkS0tLtL29TZubm0JmBd4/Pj6KKHd6ekr25MmRaDA9PW10XsKwjSjoPq2zNDU1/XiogoICqqiokK2fFBUV0e7uLhUXF1N3d7dxI40CkGllZUUYRXNzs+z9BoZjR1vZihaDg4PU399vzGGCto2o6F57gY9o/fr6Sj09PbLnJ3jgo6Mj+vz8pNnZWdmbCiKEs+Z017NRBXUxZOvo6BDG4UVvb28y2kYJGDYybXt7e04yf65tIyq613YWLJ6Q4rw8W4FJmZubE+kSgrvBRK2trYk0bpeAZNeWInXmYgJNA2P4+PiQrfwDpVJNTY1wmP39fdlrhlzbRlR0r+0sOzs7Iiqk82wF6mN7IUYzMzMpuxJQ2NPTk3hF1Ojq6pIj/sH3qYhUWFhI6+vrVF5enhKl/hLunaFMF3RycXEhjG5gYMDojlHUbcMUWs6CSNDS0iIE0WF5eVnUl5OTkyk1qkq1SNmIHqbY2toSEQlXIpEQNWw8Hk/2YdwP9fX1VFlZSQ8PD7InfDo7O5PyZbugE8wJMsDe3p74rAmCsI2o6D6rs6gIoJSLtHh5eSnepwMRZmFhQdSZzpSL78JCDUZsarKCAvVwY2NjxrIRsnpFbBiFOldw6iNIVldX6f7+ns7Pz8Vi3wRB2YYf3Zsko7Pgx5EOkTZVOseORnV1tbyDRMR6eXmRrW8QabDN5wRpFkrCgk218wlERdT9dXV1KROjyjyvIHB1dUXX19fCEM7Ozn61I+QHGNjBwQHd3NxoZ4BsBG0bv9W9UewU7Yk6aHJfOBhSuO/xOgxyHjzhEMtOp8n7+/r6kgdKXp/9LTgMcx6amcZLN3h+p3yQCwdmbqampjz7c4np3wzTNvzo3i/8b8UBs7GxQbYhZF0MM9FDezeM8Q/Kh9LSUnaUPIWdJSDgKPhzkHzb2GC+YWcJAOzUYDGMAzkshN0LVCY/4DULw2jCmYVhtCD6BwpDyn6+MT31AAAAAElFTkSuQmCC)
(iii) ![](data:image/png;base64,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)
(iv) ![](data:image/png;base64,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)
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ChemistryGrade-8
Chemistry
In the chemical reaction below, find out the compound which acts as a reducing agent.
![](data:image/png;base64,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)
In the chemical reaction below, find out the compound which acts as a reducing agent.
![](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
Out of the following, which fuel contains the largest percentage of hydrogen?
Out of the following, which fuel contains the largest percentage of hydrogen?
ChemistryGrade-8
Chemistry
Identify the oxidizing agent from the following:
Identify the oxidizing agent from the following:
ChemistryGrade-8
Chemistry
The substance which supplies hydrogen during the oxidation-reduction reaction is called
The substance which supplies hydrogen during the oxidation-reduction reaction is called
ChemistryGrade-8
Chemistry
Reduction is a process that involves
Reduction is a process that involves
ChemistryGrade-8
Chemistry
The process in which hydrogen is removed from the substance is known as _____.
The process in which hydrogen is removed from the substance is known as _____.
ChemistryGrade-8