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In linear algebra, the inverse of a square matrix **A** is another matrix **B** such that when you multiply **A** and **B** (in either order), you get the identity matrix **I**. The identity matrix is like the number 1 in regular multiplication; it doesn't change anything when you multiply it by another matrix. Matrix inverses are incredibly useful for solving systems of linear equations, finding least-squares solutions, and performing various other calculations.
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Meskipun **mobile computing** menawarkan banyak manfaat, ada juga beberapa tantangan yang perlu diatasi. Beberapa di antaranya adalah:
