Sari la conținut

en add Integers Z16693
en Function

De la Wikifunctions
Fără descriere a modificării
Added German label and discription
 
(Nu s-au afișat 12 versiuni intermediare efectuate de alți 4 utilizatori)
Linia 26: Linia 26:
"Z11K1": "Z1186",
"Z11K1": "Z1186",
"Z11K2": "מספר שלם #1"
"Z11K2": "מספר שלם #1"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1011",
"Z11K2": "প্রথম পূর্ণ সংখ্যা"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1787",
"Z11K2": "primo numero intero"
}
}
]
]
Linia 47: Linia 57:
"Z11K1": "Z1186",
"Z11K1": "Z1186",
"Z11K2": "מספר שלם #2"
"Z11K2": "מספר שלם #2"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1011",
"Z11K2": "দ্বিতীয় পূর্ণ সংখ্যা"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1787",
"Z11K2": "secondo numero intero"
}
}
]
]
Linia 58: Linia 78:
"Z16695",
"Z16695",
"Z16696",
"Z16696",
"Z16697"
"Z16697",
"Z17113",
"Z17122"
],
],
"Z8K4": [
"Z8K4": [
"Z14",
"Z14",
"Z16699",
"Z16699",
"Z16698"
"Z16698",
"Z17343"
],
],
"Z8K5": "Z16693"
"Z8K5": "Z16693"
Linia 74: Linia 97:
"Z1K1": "Z11",
"Z1K1": "Z11",
"Z11K1": "Z1002",
"Z11K1": "Z1002",
"Z11K2": "add Integer"
"Z11K2": "add Integers"
},
},
{
{
Linia 80: Linia 103:
"Z11K1": "Z1186",
"Z11K1": "Z1186",
"Z11K2": "חיבור שלמים"
"Z11K2": "חיבור שלמים"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1011",
"Z11K2": "পূর্ণসংখ্যা যোগ"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1787",
"Z11K2": "aggiungi numeri interi"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1430",
"Z11K2": "Addieren Ganzer Zahlen"
}
}
]
]
Linia 106: Linia 144:
"+",
"+",
"integer addition",
"integer addition",
"addition"
"addition",
"add Integer"
]
},
{
"Z1K1": "Z31",
"Z31K1": "Z1011",
"Z31K2": [
"Z6",
"যোগ",
"যোগফল",
"সমষ্টি"
]
]
}
}
Linia 119: Linia 168:
"Z11K1": "Z1186",
"Z11K1": "Z1186",
"Z11K2": "חיבור בינארי של שלמים"
"Z11K2": "חיבור בינארי של שלמים"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1002",
"Z11K2": "adds 2 integers"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1011",
"Z11K2": "দুটো পূর্ণ সংখ্যার যোগফল"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1787",
"Z11K2": "somma di due numeri interi"
},
{
"Z1K1": "Z11",
"Z11K1": "Z1430",
"Z11K2": "Addition von 2 Ganzen Zahlen"
}
}
]
]

Versiunea curentă din 11 oxtotonai 2024 08:17

This page displays in a limited way without JavaScript.