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Ringkasan

Keterangan
العربية: مثال بسيط عن عملية تكامل
English: A simple example of calculus.
Tarikh
Sumber Karya sendiri
Pengarang
Michel Bakni (1989–)  wikidata:Q81411358
 
Michel Bakni
Keterangan Syria pensyarah, ahli jawatankuasa, penyelidik dan pengarang
Doctor in electronics and draftmaker
Tarikh kelahiran 1989 Sunting ini di Wikidata
Tempat kelahiran Latakia Sunting ini di Wikidata
Kawalan kewibawaan
creator QS:P170,Q81411358

Perlesenan

Public domain
The depicted text is ineligible for copyright and therefore in the public domain because it is not a “literary work” or other protected type in sense of the local copyright law. Facts, data, and unoriginal information which is common property without sufficiently creative authorship in a general typeface or basic handwriting, and simple geometric shapes are not protected by copyright. This tag does not generally apply to all images of texts. Particular countries can have different legal definition of the “literary work” as the subject of copyright and different courts' interpretation practices. Some countries protect almost every written work, while other countries protect distinctively artistic or scientific texts and databases only. Extent of creativeness, function and length of the text can be relevant. The copyright protection can be limited to the literary form – the included information itself can be excluded from protection.

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Integrating the derivative of a function over time from zero to x gives the function itself

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menggambarkan

18 Julai 2020

media type Inggeris

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20,161 bait

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semasa15:27, 17 September 2023Gambar kenit bagi versi pada 15:27, 17 September 2023964 × 216 (20 KB)wikimediacommons>Michel BakniGeneralization

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