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order artiodactyla

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Explanation of "Order Artiodactyla"

Definition: "Order Artiodactyla" is a scientific term used in biology to refer to a group of animals known as even-toed ungulates. This includes mammals that have an even number of toes on their feet, such as pigs, hippos, and deer.

Usage Instructions:

You would typically use "Order Artiodactyla" in a scientific or educational context when discussing animal classification. It is not a term you would use in everyday conversation.

Example:
  • "The giraffe belongs to the Order Artiodactyla, which means it has an even number of toes."
Advanced Usage:

In more advanced discussions, you might talk about the characteristics of the Order Artiodactyla, such as their digestive systems (many are ruminants) or their evolutionary significance.

Word Variants:
  • Artiodactyl: This is the adjective form used to describe anything related to this order. For example, "The artiodactyl species include various types of deer."
  • Ungulate: This term refers to hoofed mammals in general and can apply to both even-toed (Artiodactyla) and odd-toed (Perissodactyla) mammals.
Different Meanings:

In general usage, "order" can mean a request for something (like ordering food), but in this context, it strictly refers to a classification in biology.

Synonyms:

There are no direct synonyms for "Order Artiodactyla," but you can refer to the animals within it as "even-toed ungulates."

Idioms and Phrasal Verbs:

Since "Order Artiodactyla" is a scientific term, it does not have idioms or phrasal verbs associated with it. However, you might come across idioms related to animals in general, such as "the elephant in the room," which means an obvious problem that everyone ignores.

Summary:

"Order Artiodactyla" is a scientific classification for a group of mammals that have an even number of toes. It is used mainly in biology and zoology.

Noun
  1. an order of hooved mammals of the subclass Eutheria (including pigs and peccaries and hippopotami and members of the suborder Ruminantia) having an even number of functional toes

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