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عن هذه الحاسبة

combination counts how many ways you can choose r items from a set of n when order does not matter — picking the same group in a different sequence counts once. This calculator returns the exact count, the formula, and the matching number of ordered arrangements (nPr) for comparison. This calculator returns the exact count, the formula, and the matching number of ordered arrangements (nPr) for comparison. Choosing none or all gives nC0 = nCn = 1, and as with permutations, r cannot exceed n.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion. The value nCr is also called the "Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a binomial expansion.Combinations answer "how many groups?" — the odds in a lottery, the number of possible five-card poker hands, ways to pick a committee, or terms in a bi

الأسئلة المتكررة

ما هي الصيغة المركبة؟

nCr = n! / (r! × (n − r)!). بالنسبة لـ 10 بنود تؤخذ 3 منها في كل مرة: 120 مجموعة مختلفة.

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تتجاهل التركيبات الترتيب، لذا فإن كل مجموعة غير مرتبة تقابل r! من الترتيبات المرتبة. لهذا السبب nCr = nPr ÷ r!.

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API - استخدام هذا الحاسب من الشفرة

استدعاء هذه الحاسبة كنقطة نهاية JSON مجانية - لا مفتاح مطلوب. إرسال قيم الحقل أدناه كبارامترات الاستفسار أو JSON. أي شيء تحذفه يستخدم نفس الافتراض الذي تم ملء هذه الصفحة مسبقاً به؛ البارامترات غير المعروفة هي 400، لا صفر صامت أبداً. اقرأ كامل وثائق API →

نقطة النهاية

GET https://calculator.free/api/v1/combination/

curl

curl "https://calculator.free/api/v1/combination/?n=10&r=3"

JavaScript fetch()

const r = await fetch(
  "https://calculator.free/api/v1/combination/?" + new URLSearchParams({
    "n": "10",
    "r": "3"
  }));
const data = await r.json();
console.log(data.results);

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