{"p":"can-20","op":"mint","tick":"can","amt":"1000","rows":[{"df":"qa","content":[{"q":"What is a Module in Injective?","a":"In the field of mathematics, Injective (also known as one-to-one or surjective) is an important concept that involves the properties of mappings and functions. Injective mathematics, the module is a core concept that represents a mathematical structure, commonly used for studying vector spaces, linear transformations, and more.↵↵A module refers to a set with operations of addition and scalar multiplication that  satisfy certain specific properties. In a module, elements can be combined through addition and scalar multiplication, and these operations adhere to laws such as commutativity, associativity, and distributivity. Modules have numerous applications in mathematics, such as in linear algebra, where they are used to study vector spaces and linear transformations."}]}],"pr":"fcf9b1730a9bf7a935ef74ebff8d49f03887e95186d1a8f47cd01d7908375dd2"}