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Max no. of keys of B-Tree of height h
I am reading about B-Tree through CLRS. One of the exercise problem is to express maximum number of keys in a BTree of height $h$ and minimum degree $t$.
Properties of BTree of $t$:
$t\ge 2$
Min. n …
2
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Accepted
Max no. of keys of B-Tree of height h
Found it (using geometric serie for the sum)
$$\sum_{i=0}^h (2t)^i(2t-1) = (2t-1) \sum_{i=0}^h (2t)^i = (2t-1) \frac{(2t^{h+1}-1)}{(2t-1)} = (2t)^{h+1}-1 $$