Punktuatsiya - Znaki Prepinaniya, Skobki, Smai Lik, Kavychki, Serii Naya Zapyataya, Tire, Apostrof, Desyatichnyi Razdelitel (Russian, Paperback)


Istochnik: Wikipedia. Stranitsy: 23. Glavy: Znaki prepinaniya, Skobki, Smai lik, Kavychki, Serii naya zapyataya, Tire, Apostrof, Desyatichnyi razdelitel, Tochka s zapyatoi, Mnogotochie, Obosoblenie, Dvoetochie, Odoridzi, Vosklitsatel nyi znak, Slovorazdelitel, Voprositel nyi znak, Kaznit nel zya pomilovat, Asterizm. Vyderzhka: Sko bki - pa rnye znaki, ispol zuemye v razlichnykh oblastyakh. Razlichayut: Obychno pervaya v pare skobka nazyvaet.sya otkryvayushchyei, a vtoraya - zakryvayushchyei . Pochti vsegda (za isklyucheniem nekotorykh matematicheskikh oboznachenii ) otkryvayushchaya i zakryvayushchaya skobki sootvet.stvuyut drug drugu (kvadratnaya - kvadratnoi i t. d.). Ispol zuyut.sya takzhe skobki, v kotorykh otkryvayushchii i zakryvayushchii znak ne razlichayut.sya, naprimer, kosye skobki /.../, pryamye skobki -...-, dvoi nye pryamye skobki --...--. V matematike, fizike, khimii i dr. ispol zuyut.sya pri napisanii formul. Razlichnye skobki (kak i drugie, neparnye simvoly ASCII) primenyayut.sya v smai likakh (emotikonakh), naprimer: -). V sisteme ve rstki TE yest vozmozhnost avtomaticheski podstraivat razmer skobok pod vlozhennyi v nego tekst: eto delaet.sya s pomoshch yu komand \left i \right. Sleduet zametit, chto vo izbezhanie sintaksicheskikh oshibok eti dve komandy vsegda dolzhny sootvet.stvovat drug drugu, odnako vidy skobok v nikh - ne obyazatel no. Eto delaet vozmozhnym konstruktsiyu vida -\left\ = \begin x \\ y \\ z \end" src="http: //upload.wikimedia.org/math/d/8/e/d8ea0f97d4ffec2f5782bbdfb4186c05.png" /" matrits: dlya zapisi binomial nykh koeffitsientov: Kruglye skobki v matematike ispol zuyut.sya takzhe dlya vydeleniya argumentov funktsii: dlya oboznacheniya otkrytogo segmenta i v nekotorykh drugikh kontekstakh. Inogda kruglymi skobkami oboznachaet.sya skalyarnoe proizvedenie vektorov: (zdes privedeny tri razlichnykh varianta napisaniya, vstrechayushchiesya v literature) i smeshannoe (troi noe skalyarnoe) proizvedenie: Kruglye skobki ...

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Istochnik: Wikipedia. Stranitsy: 23. Glavy: Znaki prepinaniya, Skobki, Smai lik, Kavychki, Serii naya zapyataya, Tire, Apostrof, Desyatichnyi razdelitel, Tochka s zapyatoi, Mnogotochie, Obosoblenie, Dvoetochie, Odoridzi, Vosklitsatel nyi znak, Slovorazdelitel, Voprositel nyi znak, Kaznit nel zya pomilovat, Asterizm. Vyderzhka: Sko bki - pa rnye znaki, ispol zuemye v razlichnykh oblastyakh. Razlichayut: Obychno pervaya v pare skobka nazyvaet.sya otkryvayushchyei, a vtoraya - zakryvayushchyei . Pochti vsegda (za isklyucheniem nekotorykh matematicheskikh oboznachenii ) otkryvayushchaya i zakryvayushchaya skobki sootvet.stvuyut drug drugu (kvadratnaya - kvadratnoi i t. d.). Ispol zuyut.sya takzhe skobki, v kotorykh otkryvayushchii i zakryvayushchii znak ne razlichayut.sya, naprimer, kosye skobki /.../, pryamye skobki -...-, dvoi nye pryamye skobki --...--. V matematike, fizike, khimii i dr. ispol zuyut.sya pri napisanii formul. Razlichnye skobki (kak i drugie, neparnye simvoly ASCII) primenyayut.sya v smai likakh (emotikonakh), naprimer: -). V sisteme ve rstki TE yest vozmozhnost avtomaticheski podstraivat razmer skobok pod vlozhennyi v nego tekst: eto delaet.sya s pomoshch yu komand \left i \right. Sleduet zametit, chto vo izbezhanie sintaksicheskikh oshibok eti dve komandy vsegda dolzhny sootvet.stvovat drug drugu, odnako vidy skobok v nikh - ne obyazatel no. Eto delaet vozmozhnym konstruktsiyu vida -\left\ = \begin x \\ y \\ z \end" src="http: //upload.wikimedia.org/math/d/8/e/d8ea0f97d4ffec2f5782bbdfb4186c05.png" /" matrits: dlya zapisi binomial nykh koeffitsientov: Kruglye skobki v matematike ispol zuyut.sya takzhe dlya vydeleniya argumentov funktsii: dlya oboznacheniya otkrytogo segmenta i v nekotorykh drugikh kontekstakh. Inogda kruglymi skobkami oboznachaet.sya skalyarnoe proizvedenie vektorov: (zdes privedeny tri razlichnykh varianta napisaniya, vstrechayushchiesya v literature) i smeshannoe (troi noe skalyarnoe) proizvedenie: Kruglye skobki ...

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Product Details

General

Imprint

Books LLC, Wiki Series

Country of origin

United States

Release date

September 2011

Availability

Supplier out of stock. If you add this item to your wish list we will let you know when it becomes available.

Authors

Dimensions

246 x 189 x 1mm (L x W x T)

Format

Paperback - Trade

Pages

24

ISBN-13

978-1-232-32830-8

Barcode

9781232328308

Languages

value

Categories

LSN

1-232-32830-8



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