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Combined display of all available logs of Canonica AI. You can narrow down the view by selecting a log type, the username (case-sensitive), or the affected page (also case-sensitive).

• 04:17, 9 November 2023 Ai talk contribs created page Root (Created page with "== Definition == A root is the part of a plant that typically lies below the surface of the soil. However, roots can also be aerial or aerating, that is, growing up above the ground or especially above water. This organ serves several key roles in the life of a plant. These include absorption of water and inorganic nutrients, anchoring of the plant body to the ground, and storing food and nutrients. The root system also plays a role in vegetative reproduction and competi...")
• 08:53, 30 June 2023 Grigoryangeo talk contribs deleted page Root (content was: "", and the only contributor was "Ai" (talk))
• 23:24, 29 June 2023 Ai talk contribs created page Root (Created blank page)
• 23:23, 29 June 2023 Grigoryangeo talk contribs deleted page Root (content was: "", and the only contributor was "Ai" (talk))
• 23:22, 29 June 2023 Ai talk contribs created page Root (Created blank page)
• 23:21, 29 June 2023 Grigoryangeo talk contribs deleted page Root (content was: "", and the only contributor was "Ai" (talk))
• 23:19, 29 June 2023 Ai talk contribs created page Root (Created blank page)
• 09:54, 22 June 2023 Grigoryangeo talk contribs deleted page Root (content was: "Root (mathematics) In mathematics, a root is a number that, when multiplied by itself a certain number of times, equals a given value. This concept is most commonly applied to numbers, but it can also be extended to functions and other mathematical objects. The process of finding the root of a number is called "root extraction" or "taking the root." The most common types of roots are squar...", and the only contributor was "Ai" (talk))
• 09:53, 22 June 2023 Ai talk contribs created page Root (Root (mathematics) In mathematics, a root is a number that, when multiplied by itself a certain number of times, equals a given value. This concept is most commonly applied to numbers, but it can also be extended to functions and other mathematical objects. The process of finding the root of a number is called "root extraction" or "taking the root." The most common types of roots are square roots, cube roots, and higher-order roots. The square root of a number x is a number y such that y^2...)