Chemistry
Grade-9
Easy
Question
In an electron dot diagram, two pairs of shared electrons represents a …
- Single bond
- Double bond
- Triple bond
- Quadruple bond
Hint:
Each pair of dots represents a single bond.
The correct answer is: Double bond
- An electron dot diagram is a representation of the valence electrons of an atom that uses dots as a symbol for electrons.
- Each pair of dots represents a single bond.
- Two pairs of electrons represent double bonds.
Related Questions to study
Chemistry
Compounds made from metal and nonmetals are ________ compounds.
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)
Compounds made from metal and nonmetals are ________ compounds.
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)
ChemistryGrade-9
Chemistry
Which of the following describes covalent bonds?
Which of the following describes covalent bonds?
ChemistryGrade-9
Chemistry
What two types of atoms make a covalent bond?
What two types of atoms make a covalent bond?
ChemistryGrade-9
Chemistry
How do covalent bonds form?
How do covalent bonds form?
ChemistryGrade-9
Chemistry
Why do atoms share electrons?
Why do atoms share electrons?
ChemistryGrade-9
Chemistry
How many valence electrons does a carbon have?
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)
How many valence electrons does a carbon have?
![](data:image/png;base64,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)
ChemistryGrade-9
Chemistry
Low melting point and low solubility in water are general properties of ___________ compounds.
Low melting point and low solubility in water are general properties of ___________ compounds.
ChemistryGrade-9
Chemistry
A covalent bond involves __________ of electrons.
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)
A covalent bond involves __________ of electrons.
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)
ChemistryGrade-9
Chemistry
What part of an atom is involved in chemical bonding?
What part of an atom is involved in chemical bonding?
ChemistryGrade-9
Chemistry
Elements combine to form __________.
Elements combine to form __________.
ChemistryGrade-9
Chemistry
A chemical bond resulting from the electrostatic attraction between the positive and the negative ions is called_________.
A chemical bond resulting from the electrostatic attraction between the positive and the negative ions is called_________.
ChemistryGrade-9
Chemistry
What is this compound?
![](data:image/png;base64,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)
What is this compound?
![](data:image/png;base64,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)
ChemistryGrade-9
Chemistry
Is this compound ionic or covalent?
![](data:image/png;base64,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)
Is this compound ionic or covalent?
![](data:image/png;base64,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)
ChemistryGrade-9
Chemistry
Which of the following BEST describes the ionic bonds?
Which of the following BEST describes the ionic bonds?
ChemistryGrade-9
Chemistry
Nonmetals form ____ by ____ electrons.
Nonmetals form ____ by ____ electrons.
ChemistryGrade-9