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How can (15!) be written using (14!)?

Answer and explanation

Correct answer: \(15\times14!\)

By the definition of factorial, \(15!=15\times14\times13\times\cdots\times1\), while \(14!=14\times13\times\cdots\times1\). Hence, \(15!=15\times14!\). Option C still contains \(15!\) itself, so it does not correctly express it in terms of \(14!\). Exam tip: remember the general identity \(n!=n(n-1)!\).

Related tags

Factorial NotationPermutations And CombinationsClass 11MathematicsFactorial IdentityClass 11 Mcq

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