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If k is a positive integer, then k@ is defined as the product of all t
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14 Jul 2022, 13:24
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If k is a positive integer, then k@ is defined as the product of all the fractions of the form 1/S, where S is a positive integer not greater than k. What is the value of 5@/4@?
Re: If k is a positive integer, then k@ is defined as the product of all t
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14 Jul 2022, 15:26
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Carcass wrote:
If k is a positive integer, then k@ is defined as the product of all the fractions of the form 1/S, where S is a positive integer not greater than k. What is the value of 5@/4@?
If k is a positive integer, then k@ is defined as the product of all t
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21 Aug 2022, 10:15
Given that k@ is defined as the product of all the fractions of the form 1/S, where S is a positive integer not greater than k and we need to find the value of 5@/4@
Lets start by finding the value of 5@
5@ = the product of all the fractions of the form 1/S, where S is a positive integer not greater than 5. => 1 ≤ S ≤ 5 => 5@ = \(\frac{1}{1} * \frac{1}{2} * \frac{1}{3} * \frac{1}{4} * \frac{1}{5}\)