Chemistry
Grade-10
Easy
Question
Which of the following electron dot structure represents correctly?
Hint:
Electron dot structures or Lewis dot formula can be drawn if the molecular formula of the compound is known.
The correct answer is: ![](data:image/png;base64,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)
- In an electron dot structure all the valence shell electrons of an atoms are shown.
- Then the bonding electrons are shown with other atoms bonding electrons in a common shell.
- Chlorine atom has seven electrons in its valence shell and shares one electron each with another chlorine atom to complete its octet and form Cl2
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Low melting point and low solubility in water are general properties of ___________ type of compound.
Low melting point and low solubility in water are general properties of ___________ type of compound.
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What part of an atom is involved in the chemical bonding?
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A chemical bond resulting from the electrostatic force of attraction between the positive and the negative ions is called_________
A chemical bond resulting from the electrostatic force of attraction between the positive and the negative ions is called_________
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Chemistry
The below picture defines which type of bond?
![](data:image/png;base64,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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
Chemistry
What is the form of carbon in the atmosphere?
What is the form of carbon in the atmosphere?
ChemistryGrade-10
Chemistry
Which of the following is correct according to the covalent bond?
Which of the following is correct according to the covalent bond?
ChemistryGrade-10
Chemistry
How many single covalent bonds are present in methane?
How many single covalent bonds are present in methane?
ChemistryGrade-10
Chemistry
Which one of the following is incorrect according to the ionic compound?
Which one of the following is incorrect according to the ionic compound?
ChemistryGrade-10