Chemistry
Grade-10
Easy
Question
Which of the following compounds have all types single bonds?
Hint:
Carbon forms single, double and triple covalent bonds with each other and other atoms.
The correct answer is: ![](data:image/png;base64,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)
- In the first option , all carbon-carbon and carbon-hydrogen bonds are made by sharing of single electron sharing.
- In all the other options carbon has shared two or three atoms to form a double or triple bond.
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