Z13740: Ünnerscheed twischen de Verschonen
Keine Bearbeitungszusammenfassung |
+ fr |
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| (5 twüschendör Verschoonen vun 3 Brukers nicht wiest) | |||
| Reeg 26: | Reeg 26: | ||
"Z11K1": "Z1430", |
"Z11K1": "Z1430", |
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"Z11K2": "Dividend" |
"Z11K2": "Dividend" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1011", |
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"Z11K2": "ভাজ্য" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1014", |
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"Z11K2": "Nọmba dị ka chi sị ke yá." |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "διαιρεταιος" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1004", |
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"Z11K2": "dividende" |
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} |
} |
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] |
] |
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| Reeg 47: | Reeg 67: | ||
"Z11K1": "Z1430", |
"Z11K1": "Z1430", |
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"Z11K2": "Divisor" |
"Z11K2": "Divisor" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1011", |
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"Z11K2": "ভাজক" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "διαιρέτης" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1004", |
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"Z11K2": "diviseur" |
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} |
} |
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] |
] |
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| Reeg 82: | Reeg 117: | ||
"Z11K1": "Z1430", |
"Z11K1": "Z1430", |
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"Z11K2": "ist teilbahr" |
"Z11K2": "ist teilbahr" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1011", |
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"Z11K2": "কী বিভাজ্য" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1014", |
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"Z11K2": "Nkè aga eké eké" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "είναι διαιρετός" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1004", |
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"Z11K2": "divisible par" |
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} |
} |
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] |
] |
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| Reeg 107: | Reeg 162: | ||
"ist teilbahr durch", |
"ist teilbahr durch", |
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"hat Faktor" |
"hat Faktor" |
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] |
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}, |
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{ |
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"Z1K1": "Z31", |
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"Z31K1": "Z1011", |
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"Z31K2": [ |
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"Z6", |
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"দ্বারা বিভাজ্য", |
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"উত্পাদক আছে" |
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] |
] |
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} |
} |
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| Reeg 124: | Reeg 188: | ||
"Z11K1": "Z1430", |
"Z11K1": "Z1430", |
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"Z11K2": "prüft, ob der Dividend (erste Zahl) durch den Divisor (zweite Zahl) ohne Rest teilbahr ist" |
"Z11K2": "prüft, ob der Dividend (erste Zahl) durch den Divisor (zweite Zahl) ohne Rest teilbahr ist" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1011", |
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"Z11K2": "সত্য, যদি ভাজ্য তথা প্রথম সংখ্যা ভাজক (দ্বিতীয় সংখ্যা) দ্বারা বিভাজিত হয় কোনো উত্পাদক ছাড়া" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1014", |
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"Z11K2": "Ọ bụ eziokwu ma nkè na eke (nọmba izizi) ka ekenwụ nkè aga eké (nọmba nke abụọ) na enweghị nke fọrọ " |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "επιστέφει αληθές όταν ο πρώτος αριθμός (διαιρετέος) διαιρείται με τον δεύτερο αριθμό (διαιρέτη) χωρίς να αφήνει υπόλοιπο" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1004", |
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"Z11K2": "vrai si le dividende (premier nombre) est divisible par le diviseur (deuxième nombre) et que le reste est nul" |
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} |
} |
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] |
] |
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Aktuelle Version vun’n 09:26, 1. Jun. 2024
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