WebSep 7, 2024 · Ctenophores are soft-bodied, free-swimming marine animals having biradial symmetry and comb-like ciliary plates for movement. They are devoid of nematocytes. They are also known as sea walnuts or comb jellies. Members of this Phylum are exclusively aquatic creatures that live on the ocean’s surface or at its bottom. WebBiradial symmetry is a combination of radial and bilateral symmetry, as in the ctenophores. Here, the body components are arranged with similar parts on either side of a central …
Phylum Ctenophora: Characters and Classification
WebBiradial symmetry and lack of cnidoblasts are the characteristics of Starfish and sea anemone Ctenoplana and Beroe Aurelia and Paramecium Aurelia and Paramecium 651 … WebThe presence of cnidoblast is the characteristic feature of the phylum: Q. Stinging cells or cnidoblasts are the characteristic of. Q. Read the following statements: i) Spider and … graphing vectors online
Phylum Ctenophora: Characteristics, Examples
WebCtenophora is a small phylum of exclusively j marine, invertebrate animals. Ctenoplcma and Beroe j are examples of ctenophora. They have biradial symmetry (a combination of radial and bilateral symmetries). According to the found fossil in Lagerstatten as far back as the early Cambrian, the origin of Ctenophora is \(515\) million years ago. The Ctenophores were first recognized in \(1671\) by Linnaeus, … See more The economic and ecological importance of Phylum Ctenophora are mentioned below: Economic Importance 1. They make beautiful sights … See more The Phylum Ctenophora is divided into two classes which are mentioned below: Tentaculata a) They have two tentacles that can retract into specialized sheaths and small stomodaeum. b) Sea walnuts have a large mouth … See more a. Cestum veneris (“Venus’ girdle”) is the largest Ctenophores that stretch up to \(1.5\,{\rm{m}}\left( {4.9{\rm{ ft}}} \right)\) long. b. Minictena … See more WebSymmetry :, Animals can be categorized on the basis of, their symmetry., a) Asymmetry :, Here the body cannot be divided into two, equal halves in any plane, Or, Any plane that passes through the centre, does not divide them into equal halves, Eg: Phylum Porifera, (Porifera shows various type of symmetry), b) Radial symmetry :, When any plane ... graphing velocity and acceleration worksheet