mimosoideae (Meaning)
Wordnet
mimosoideae (n)
alternative name used in some classification systems for the family Mimosaceae
Synonyms & Antonyms of mimosoideae
No Synonyms and anytonyms found
mimosoideae Sentence Examples
- Mimosoideae, a subfamily of Fabaceae, encompasses diverse species with characteristic leaf and flower structures.
- The sensitive plant (Mimosa pudica), belonging to Mimosoideae, exhibits nyctinastic leaf movements in response to touch or external stimuli.
- Mimosoideae species often have bipinnate or tripinnate leaves, with leaflets arranged oppositely along the rachis.
- The flowers of Mimosoideae are typically arranged in spherical or cylindrical inflorescences and have a distinctive radial symmetry.
- Many Mimosoideae species produce fragrant oils or compounds, which are used in perfumes and aromatherapy.
- The mimosa tree (Acacia dealbata), a popular ornamental in gardens, belongs to the Mimosoideae subfamily.
- The pod fruits of Mimosoideae tend to be flattened and dehiscent, releasing seeds upon maturity.
- Mimosoideae plants can be found in tropical and temperate regions around the world, forming diverse ecological relationships.
- The thorns or prickles present on some Mimosoideae species serve as protective mechanisms against herbivores and disturbances.
- Researchers are studying the medicinal properties of various Mimosoideae species for their potential therapeutic applications.
FAQs About the word mimosoideae
alternative name used in some classification systems for the family Mimosaceae
No synonyms found.
No antonyms found.
Mimosoideae, a subfamily of Fabaceae, encompasses diverse species with characteristic leaf and flower structures.
The sensitive plant (Mimosa pudica), belonging to Mimosoideae, exhibits nyctinastic leaf movements in response to touch or external stimuli.
Mimosoideae species often have bipinnate or tripinnate leaves, with leaflets arranged oppositely along the rachis.
The flowers of Mimosoideae are typically arranged in spherical or cylindrical inflorescences and have a distinctive radial symmetry.