Scientific Classification of Citron and Red Hot Poker

Citron and Red Hot Poker Kingdom

The scientific classification of Citron and Red Hot Poker includes the entire classification chart that includes kingdom, family, clade, tribe etc. A kingdom is the second highest taxonomic rank. A taxonomic rank is the level that a living organisms are placed in hierarchical level of arrangement of life forms. All the living organisms are divided into kingdoms. Plant kingdom is a main classification of living organisms that include all plants. There are six kingdoms which are: Plantae, Animalia, Fungi, Protista, Aschaea/Archaeabacteria and Bacteria Eubacteria. Citron and Red Hot Poker kingdom and all other plants kingdom is Plantaea.

Citron and Red Hot Poker Family

Plant family is the group of plants which have something in common. Citron and Red Hot Poker family is a major factor of Citron and Red Hot Poker Scientific Classification. Plant family helps you narrow the search of your plants. It also gives you idea about, how the plant looks, how the seed will be like etc. These two plant families can be different or same. Citron belongs to the family Rutaceae and Red Hot Poker belongs to the family Liliaceae.

Citron and Red Hot Poker Genus and Other Classification

While comparing scientific classification, Citron and Red Hot Poker genus and other classification are also important. Also, when you compare Citron and Red Hot Poker, other factors should also be taken into considerations like order, subfamilies, tribe, clade etc. First plant's genus is Citrus and other plant's genus is Kniphofia. Citron tribe is Citreae and Red Hot Poker tribe is Not Available. Citron clade is Angiosperms, Eudicots and Rosids and order is Sapindales whereas Red Hot Poker clade is Angiosperms and Monocots and order is Liliales. Every plant have subfamilies. Citron subfamilies are, Aurantioideae and Red Hot Poker subfamilies are Asphodeloideae. In this way you can compare scientific classification of Citron and Red Hot Poker and other products also.