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What is the value of \(\frac{6!}{3!,3!}\)?\(\frac{6!}{3!,3!}\) का मान क्या है?
Answer and explanationउत्तर और व्याख्या
Correct answer:सही उत्तर: 2020
Here, \(6!=720\) and \(3!=6\). Therefore, \(\frac{6!}{3!\,3!}=\frac{720}{6\times6}=\frac{720}{36}=20\). A value such as 18 may result from evaluating a factorial or multiplying the denominator incorrectly. Exam tip: write the values of smaller factorials first, then multiply and divide.यहाँ \(6!=720\) और \(3!=6\) है। अतः \(\frac{6!}{3!\,3!}=\frac{720}{6\times6}=\frac{720}{36}=20\)। विकल्प 18 तब मिल सकता है जब फैक्टोरियल या हर का गुणन गलत किया जाए। परीक्षा सुझाव: पहले छोटे फैक्टोरियल का मान लिखें, फिर गुणा और भाग करें।
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