Benford's law also known as the first-digit law deals with the distribution of natural numbers in which it tends to major into their importance regarding significance. The law states that given any arrangement of natural numbers, the smallest number always seems to be the most significant while the largest number in the collection is always the least significant. Therefore, number 1 appears to be the most significant in any given combination of natural numbers 30% of the times. While on the other hand, number 9 appears only 5% of the times as the most significant number. The law states ...
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