{"id":21232,"date":"2023-03-28T07:00:23","date_gmt":"2023-03-28T05:00:23","guid":{"rendered":"https:\/\/ellalanguage.com\/blog\/?p=21232"},"modified":"2023-10-25T10:24:43","modified_gmt":"2023-10-25T08:24:43","slug":"liczebniki-porzadkowe","status":"publish","type":"post","link":"https:\/\/ellalanguage.com\/blog\/liczebniki-porzadkowe\/","title":{"rendered":"Liczebniki porz\u0105dkowe"},"content":{"rendered":"

Liczebniki porz\u0105dkowe: ordinal numbers<\/h1>\n

Liczebniki porz\u0105dkowe po angielsku to ordinal numbers<\/i>. Do czego u\u017cywamy liczebnik\u00f3w porz\u0105dkowych? Do okre\u015blenia kolejno\u015bci osoby lub przedmiotu. Liczebniki porz\u0105dkowe u\u017cyjemy na przyk\u0142ad, gdy chcemy powiedzie\u0107 na kt\u00f3rym pi\u0119trze mieszkamy albo kto zaj\u0105\u0142 kt\u00f3re miejsce w wy\u015bcigu.<\/p>\n

I live on the first<\/b> floor.<\/div>\n

Mieszkam na parterze.<\/p>\n

Adam came in fourth<\/b>.<\/div>\n

Adam uko\u0144czy\u0142 wy\u015bcig jako czwarty.<\/p>\n

\n
Daty po angielsku<\/h5>\n

Liczebniki porz\u0105dkowe s\u0105 potrzebne do odczytania dat w j\u0119zyku angielskim.<\/p>\n

May third<\/b> – trzeci maja<\/div>\n

September twelfth<\/b> – dwunasty wrze\u015bnia<\/p>\n

Przeczytaj o r\u00f3\u017cnicach mi\u0119dzy ameryka\u0144skim a brytyjskim zapisem dat w artykule daty po angielsku<\/a>.<\/p>\n<\/div>\n

\n

\"Liczebniki<\/p>\n

Liczby od 1 do 10<\/h2>\n

Przed nauk\u0105 liczebnik\u00f3w porz\u0105dkowych warto zapozna\u0107 si\u0119 z liczebnikami g\u0142\u00f3wnymi<\/a>. Liczebniki porz\u0105dkowe maj\u0105 do\u015b\u0107 prost\u0105 konstrukcj\u0119 – do liczby g\u0142\u00f3wnej dodaje si\u0119 ko\u0144c\u00f3wk\u0119 -th. Wyj\u0105tkiem s\u0105 tu trzy pierwsze cyfry, kt\u00f3re maj\u0105 ca\u0142kowicie inn\u0105 budow\u0119. Trzeba nauczy\u0107 si\u0119 ich na pami\u0119\u0107, gdy\u017c to wiedza przyda si\u0119 przy tworzeniu liczb dwucyfrowych<\/p>\n

one<\/span> \u2192 first<\/span><\/strong> – pierwszy<\/div>\n
two<\/span> \u2192 second<\/span><\/strong> – drugi<\/div>\n

three<\/span> \u2192 third<\/strong><\/span> – trzeci<\/p>\n

Do liczb od cztery do dziesi\u0119\u0107 dodajemy ko\u0144c\u00f3wk\u0119 -th. Tutaj nale\u017cy wspomnie\u0107, \u017ce w cyfrze pi\u0119\u0107 (five)<\/b> ko\u0144c\u00f3wka -ve zmienia si\u0119 na -f. W \u00f3semce nie podwaja si\u0119 ostatniej liczby, czyli -t. Natomiast w dziewi\u0105tce (nine)<\/b> ucina si\u0119 ostatni\u0105 liter\u0119.<\/p>\n

four<\/span> + th<\/span> \u2192 fourth<\/span><\/strong> – czwarty<\/div>\n
five<\/span> + th<\/span> \u2192 fifth<\/strong><\/span> – pi\u0105ty<\/div>\n
six<\/span> + th<\/span> \u2192 sixth<\/strong><\/span> – sz\u00f3sty<\/div>\n
seven<\/span> + th<\/span> \u2192 seventh<\/strong><\/span> – si\u00f3dmy<\/div>\n
eight<\/span> + th<\/span> \u2192 eighth<\/strong><\/span> – \u00f3smy<\/div>\n
nine<\/span> + th<\/span> \u2192 ninth<\/strong><\/span> – dziewi\u0105ty<\/div>\n

ten<\/span> + th<\/span> \u2192 tenth<\/strong><\/span> – dziesi\u0105ty<\/p>\n

\n
Skr\u00f3ty liczebnik\u00f3w porz\u0105dkowych<\/h5>\n

Liczebniki porz\u0105dkowe mo\u017cna zapisa\u0107 w postaci numerycznej. Aby pokaza\u0107, \u017ce zapisana liczba jest liczebnikiem porz\u0105dkowych nale\u017cy po liczbie wpisa\u0107 odpowiedni\u0105 ko\u0144c\u00f3wk\u0119.<\/p>\n

1st<\/span><\/b> – first<\/div>\n
2nd<\/span><\/b> – second<\/div>\n
3rd<\/span><\/b> – third<\/div>\n

4th<\/span><\/b> – fourth<\/p>\n

Opr\u00f3cz trzech pierwszych cyfr, pozosta\u0142e liczebniki ko\u0144cz\u0105 si\u0119 na -th dlatego do pozosta\u0142ych cyfr dodaje si\u0119 ko\u0144c\u00f3wk\u0119 -th.<\/p>\n<\/div>\n

\"English?<\/a><\/p>\n

\n

\"Liczebniki<\/p>\n

Liczby od 11 do 19<\/h2>\n

Chocia\u017c trzy pierwsze liczebniki porz\u0105dkowe s\u0105 wyj\u0105tkami i przybieraj\u0105 inn\u0105 form\u0119 od pozosta\u0142ych liczebnik\u00f3w, to liczby jedenasty do trzynastego nie na\u015bladuj\u0105 tej zasady. Do tych liczb g\u0142\u00f3wnych, tak jak pozosta\u0142ych z tej dziesi\u0105tki, dodaje si\u0119 ko\u0144c\u00f3wk\u0119 -th. Liczba twelve zmienia ko\u0144c\u00f3wk\u0119 -ve na -f.<\/p>\n

eleven<\/span> \u2192 eleventh<\/strong><\/span> – jedenasty<\/div>\n
twelve<\/span> \u2192 twelfth<\/strong><\/span> – dwunasty<\/div>\n
thirteen<\/span> \u2192 thirteenth<\/strong><\/span> – trzynasty<\/div>\n
fourteen<\/span> \u2192 fourteenth<\/strong><\/span> – czternasty<\/div>\n
fifteen<\/span> \u2192 fifteenth<\/strong><\/span> – pi\u0119tnasty<\/div>\n
sixteen<\/span> \u2192 sixteenth<\/strong><\/span> – szesnasty<\/div>\n
seventeen<\/span> \u2192 seventeenth<\/strong><\/span> – siedemnasty<\/div>\n
eighteen<\/span> \u2192 eighteenth<\/strong><\/span> – osiemnasty<\/div>\n

nineteen<\/span> \u2192 nineteenth<\/strong><\/span> – dziewi\u0119tnasty<\/p>\n

\n

Liczby od 20 do 100<\/h2>\n

Liczebniki porz\u0105dkowe dla pe\u0142nych dziesi\u0105tek tworzy si\u0119 przez zmian\u0119 ko\u0144c\u00f3wki -y na -ie, a nast\u0119pnie dodanie -th. Do liczby sto dodaje si\u0119 tylko ko\u0144c\u00f3wk\u0119 -th.<\/p>\n

twenty<\/span> \u2192 twentieth<\/strong><\/span> – dwudziesty<\/div>\n
thirty<\/span> \u2192 thirtieth<\/strong><\/span> – trzydziesty<\/div>\n
forty<\/span> \u2192 fortieth<\/strong><\/span> – czterdziesty<\/div>\n
fifty<\/span> \u2192 fiftieth<\/strong><\/span> – pi\u0119\u0107dziesi\u0105ty<\/div>\n
sixty<\/span> \u2192 sixtieth<\/strong><\/span> – sze\u015b\u0107dziesi\u0105ty<\/div>\n
seventy<\/span> \u2192 seventieth<\/strong><\/span> – siedemdziesi\u0105ty<\/div>\n
eighty<\/span> \u2192 eightieth<\/strong><\/span> – osiemdziesi\u0105ty<\/div>\n
ninety<\/span> \u2192 ninetieth<\/strong><\/span> – dziewi\u0119\u0107dziesi\u0105ty<\/div>\n

hundred<\/span> \u2192 hundredth<\/strong><\/span> – setny<\/p>\n

Powy\u017cej dwudziestu, liczebniki porz\u0105dkowe dla liczb dwucyfrowych (trzycyfrowych etc.) tworzymy si\u0119 tylko dla ostatniej cyfry. To znaczy, cyfra dziesi\u0105tek zatrzymuje nazw\u0119 liczby g\u0142\u00f3wnej, a cyfra jedno\u015bci zostaje zmieniona na odpowiedni liczebnik porz\u0105dkowy – tutaj przyda si\u0119 znajomo\u015b\u0107 liczebnik\u00f3w od pierwszego do dziewi\u0105tego. Pami\u0119tajmy r\u00f3wnie\u017c o dodaniu my\u015blniku pomi\u0119dzy cyfr\u0105 dziesi\u0105tek a cyfr\u0105 jedno\u015bci.<\/p>\n

33rd<\/strong> = thirty<\/span> + third<\/span> \u2192 thirty-third<\/strong><\/span> – trzydziesty trzeci<\/div>\n
59th<\/strong> = fifty<\/span> + ninth<\/span> \u2192 fifty-ninth<\/strong><\/span> – pi\u0119\u0107dziesi\u0105ty dziewi\u0105ty<\/div>\n
64th<\/strong> = sixty<\/span> + fourth<\/span> \u2192 sixty-fourth<\/strong><\/span> – sze\u015b\u0107dziesi\u0105ty czwarty<\/div>\n
87th<\/strong> = eighty<\/span> + seventh<\/span> \u2192 eighty-seventh<\/strong><\/span> – osiemdziesi\u0105ty si\u00f3dmy<\/div>\n
91st<\/strong> = ninety<\/span> + first<\/span> \u2192 ninety-first<\/strong><\/span> – dziewi\u0119\u0107dziesi\u0105ty pierwszy<\/div>\n
122nd<\/strong> = hundred<\/span> + second<\/span> \u2192 one hundred twenty-second<\/strong><\/span> – sto dwudziesty drugi<\/div>\n
235th<\/strong> = two hundred<\/span> + thirty<\/span> + fifth<\/span> \u2192 two hundred thirty-fifth<\/strong><\/span> – dwie\u015bcie trzydziesty pi\u0105ty<\/div>\n

3486th<\/strong> = three thousand<\/span> + four hundred<\/span> + eighty<\/span> + sixth<\/span> \u2192 three thousand four hundred eighty-sixth<\/strong><\/span> – trzy tysi\u0105ce czterysta osiemdziesi\u0105ty sz\u00f3sty<\/p>\n

\"Rozpocznij<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"

Liczebniki porz\u0105dkowe: ordinal numbers Liczebniki porz\u0105dkowe po angielsku to ordinal numbers. Do czego u\u017cywamy liczebnik\u00f3w porz\u0105dkowych? Do okre\u015blenia kolejno\u015bci osoby lub przedmiotu. Liczebniki porz\u0105dkowe u\u017cyjemy na przyk\u0142ad, gdy chcemy powiedzie\u0107 na kt\u00f3rym pi\u0119trze mieszkamy albo kto zaj\u0105\u0142 kt\u00f3re miejsce w wy\u015bcigu. I live on the first floor. Mieszkam na parterze. Adam came in fourth. Adam […]<\/p>\n","protected":false},"author":7,"featured_media":21328,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"inline_featured_image":false,"footnotes":""},"categories":[3],"tags":[],"class_list":["post-21232","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-slownictwo"],"yoast_head":"\nLiczebniki porz\u0105dkowe | ELLA<\/title>\n<meta name=\"description\" content=\"Jakie s\u0105 najwa\u017cniejsze zasady tworzenia liczebnik\u00f3w porz\u0105dkowych? 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