In a study of data derived from a variety of natural phenomena, F. A. Benford formulated an empirical law regarding the frequency of occurrence of the first digit d in a set of numbers. Researchers have recognized Benford's law, also known as networking, climate modeling, and gene sequencing For specific data sets, Benford observed that the frequencies of occurrence of d were approximated by the probability the first-digits law, as an important tool in data analysis for diverse arenas such as forensic accounting, online social distribution shown in the table. d 23456789 P(d) | .301 | .176 | :125 | 197 | .079 | .067 | .058 | .051 | .046 Use Benford's Law to find P(d< 4) and P(d> 3). Express each result as a decimal rounded to three places