second mean value theorem for integrals ^English (Q4127961)

Item Discussion

Revision as of 19:51, 15 Haziran 2021 by imported>Pokechu22 (‎Undo revision 1442166240 by Infovarius (talk): Huh? That's Q4349092; the second mean value theorem is distinguished from it. (The other things you copied seem to be fine though))

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theorem in integral calculus ^English

Language	Label	Description	Also known as
British English	No label defined	No description defined

Statements

Q65943 (Deleted Item)

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mean value theorem for integrals ^English

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defining formula

\exists x\in (a,b]:\int _{a}^{b}G(t)\varphi (t)\,dt=G(a^{+})\int _{a}^{x}\varphi (t)\,dt

reason for preferred rank ^English

Q71538638 (Deleted Item)

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\exists x\in (a,b):\int _{a}^{b}G(t)\varphi (t)\,dt=G(a^{+})\int _{a}^{x}\varphi (t)\,dt+G(b^{-})\int _{x}^{b}\varphi (t)\,dt

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Google Knowledge Graph identifier

/g/155s6lg_

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definite integral ^English

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mean ^English

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Q149972 (Deleted Item)

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