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Consider a rooted tree in which every node has at least three children. What is the minimum number of nodes at level i (i > $0$) of the tree ? Assume that the root is at level $0$:

  1. $3^i$
  2. $3i$
  3. $3$
  4. $3i+1$
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Level => No. of nodes

0 => 1

1 => 3

2 => 9

and so on.

Hence, option A is correct.

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