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QK#001
Asked: 2021-11-19T18:53:22+05:30 In: , , , ,

If (a, n)! is defined as product of n consecutive numbers starting from a, where a and n are both natural numbers, and if H is the HCF of (a, n)! and n!, then what can be said about H?

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0%(a) H=a! ( 0 voters )
100%(b) H=n! ( 2 voters )
0%(c) H≥n! ( 0 voters )
0%(d) H≥a*n ( 0 voters )
Based On 2 Votes

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If (a, n)! is defined as product of n consecutive numbers starting from a, where a and n are both natural numbers, and if H is the HCF of (a, n)! and n!, then what can be said about H?
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    1 Answer

    1. Query Karo
      QK#001 Team Query Karo

      Answer is (b).

      Answer is (b).

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