The first digits of data entries in most real-world data sets are not uniformly distributed. The most common first digit is 111, followed by 222, and so on, with 999 being the least common first digit. This phenomenon is known as benford's law. The table below is the probability distribution for benford's law where the random variable ddd represents the first digit in a data entry.

What is the missing step in this proof? scroll down to see the entire proof.u

Analyze the analogy and read the information below it. fish : fin : : bird : wing if you were reading this aloud, you would say, "fish is to fin as bird is to wing." this analogy uses parts of an animal to relate to the whole animal. much like how a fin a fish move, so does a wing a bird move. which analogy also uses parts to relate to the whole? sky : blue : : dirt : brown flower : petal : : tree : leaf car : road : : boat : water food : sandwich : : sport : softball

The chart below matches messenger rna codons with amino acids. a dna strand has the sequence of bases, aat. according to the chart, the corresponding messenger rna codes for which amino acid?