IP1U1 SWII Q7

IP1U1 SWII Q7

IP 1
  1. Express \(864\) as the product of its prime factors.
  2. Written as a product of its prime factors, \(720 = 2^{4} \times 3^{2} \times 5\). Find the smallest possible positive integer value of \(n\) such \(720n\) is a multiple of \(864\).

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Answer:(a) \(2^5\times3^3\) (b) \(n=6\)

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