Is it a Poisson distribution or a geometric distribution?

During World War II, London was heavily bombed by V-2 guided ballistic rockets. These rockets, luckily, were not particularly accurate at hitting targets. The number of direct hits in the southern section of London has been analyzed by splitting the area up into 576 sectors measuring one quarter of a square kilometer each. The average number of direct hits per sector was 0.9323. The relative frequency of the number of sectors with k direct hits is determined for k = 0, 1, …. In your opinion, which distribution is applicable in determining the frequency distribution of the number of direct hits? Is it a Poisson distribution or a geometric distribution?

 
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