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Radish is an example of - 
  • a)
    Fusiform root
  • b)
    Napiform root
  • c)
    Conical root
  • d)
    Tuberous root
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Radish is an example of -a)Fusiform rootb)Napiform rootc)Conical rootd...
Fusiform root
Characters: Swollen at middle and tapering at both the ends (spindle shaped).It gradually tapers towards the apex,Half of the fleshy part is derived from the hypocotyl.
Examples: Radish (Raphanus sativus) (मूली) Most of the fleshy part is derived from the hypocotyl
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Most Upvoted Answer
Radish is an example of -a)Fusiform rootb)Napiform rootc)Conical rootd...
 Radish is an example of a 
fusiform tap root.
The fusiform root is bulged at the center and tapers deliberately at both ends forming a spindle-shaped structure. Therefore, the right answer is option A . Note: Fusiform, napiform, conical roots are the modifications of taproots.
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Community Answer
Radish is an example of -a)Fusiform rootb)Napiform rootc)Conical rootd...
Radish as a Fusiform Root
Radish is an example of a fusiform root. Let's understand why:
- Fusiform root: A fusiform root is a type of root that is swollen in the middle and tapers towards both ends. It is spindle-shaped, resembling a spindle or a thickened root with a constricted middle portion.
- Radish root structure: The radish root is indeed spindle-shaped, with a thickened middle portion that gradually tapers towards both ends. This characteristic shape is typical of fusiform roots.
- Function: The fusiform shape of the radish root allows it to store nutrients and water efficiently. This adaptation helps the plant survive in various environmental conditions.
- Examples: Apart from radish, other examples of plants with fusiform roots include carrots and turnips.
In conclusion, radish is classified as a fusiform root due to its characteristic shape that aids in nutrient storage and overall plant survival.
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Radish is an example of -a)Fusiform rootb)Napiform rootc)Conical rootd)Tuberous rootCorrect answer is option 'A'. Can you explain this answer?
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