IP1U1 SWI Q14

IP1U1 SWI Q14

IP 1
  1. Express \(10692\) as the product of its prime factors.
  2. Hence, find the smallest positive integer value of \(k\) such that \(\sqrt{\frac{10692}{k}}\) is an integer.

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Answer:(i) \(2^2\times3^5\times11\) (ii) \(k=33\)

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