Chemistry
Grade-10
Easy
Question
How many numbers of electrons are there in the valence shell?
- 4
- 5
- 6
- 2
Hint:
4.
The correct answer is: 4
4 numbers of electrons are there in the valence shell.
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)
The below picture defines which type of bond?
![](data:image/png;base64,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)
ChemistryGrade-10
Chemistry
Which of the following BEST describes the ionic bonds?
Which of the following BEST describes the ionic bonds?
ChemistryGrade-10
Chemistry
If a compound has to form a double bond, the elements need to share how many electrons?
If a compound has to form a double bond, the elements need to share how many electrons?
ChemistryGrade-10
Chemistry
Methane is an example for which of the following?
Methane is an example for which of the following?
ChemistryGrade-10
Chemistry
An element attains the stable configurations, when _______ electrons are there in the valence shell.
An element attains the stable configurations, when _______ electrons are there in the valence shell.
ChemistryGrade-10
Chemistry
How many bonds are there in an ammonia molecule?
How many bonds are there in an ammonia molecule?
ChemistryGrade-10
Chemistry
According to carbon compounds, which of the following are correct?
- They are good conductors of electricity.
- They are poor conductors of electricity.
- They do not have strong force of attractions between the molecules.
- They are formed by transferring of electrons.
According to carbon compounds, which of the following are correct?
- They are good conductors of electricity.
- They are poor conductors of electricity.
- They do not have strong force of attractions between the molecules.
- They are formed by transferring of electrons.
ChemistryGrade-10