问题描述
我已经为此苦苦挣扎了几个小时，我似乎也找不到答案.(关于Binary Heap的文章很多，但我没有这个特殊问题).
I have been struggling with this for several hours now, and I can't seem to find the answers here either. (there are many posts about Binary Heap, but I did not this particular problem).
问题是:
对于具有1492个节点的二进制堆，高度为2的节点数为_ 187 _.
For a Binary Heap with 1492 nodes, the number of nodes of height two is _187_.
我了解到，在1492个节点的情况下，二进制堆的深度为log(1492)/log(2)= 10高度2应该有2 ^(10-2)个节点，应该是256
I understand that with 1492 nodes, the binary heap has the depth log(1492)/log(2) = 10height two should have 2^(10-2) nodes which should be 256
为什么答案是187?
谢谢
推荐答案
以防有人需要知道.我发现公式是n/2 ^(h + 1)，所以1492/2 ^(2 + 1)= 186.5.
In case someone needs to know. I found out the formula is n / 2^(h+1), so 1492 / 2^(2+1) = 186.5.
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