i. 6 fomework Part 4 of 4 Poincs 0 or 1 A study was conducted of pleas made by 1,035 criminals. Among those criminals, 959 pled guilty, and 396 of them were sentenced to prison. Among the 76 other criminals, who pled not guilfy, 52 were sent to prison. Complete (a) through (d). a. What percentage of the criminals pled guity? \( 927 \% \) (Round to the nearest tenth as needed) b. What percentage of the criminals were sent to prison? \( 433 \% \) (Round to the nearest tentif as needed) c. Among those who pled guilty, what is the percentage who were sent to prison? \( 41.3 \% \) (Round to the nearest tenth as needed) d. Among those who pled not guity, what is the percentage who were sentlo prison? \( \square \) \% (Round to the nearest tenth as needed)
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Congratulations on diving into the world of data analysis! Now, let’s unravel the answers for parts (a) through (d). a. To find the percentage of criminals who pled guilty, you divide the number of guilty pleas (959) by the total number of criminals (1,035) and multiply by 100. So, \(\frac{959}{1035} \times 100 \approx 92.7\%\). b. For the percentage of criminals sentenced to prison, you combine those sentenced from both categories (396 guilty and 52 not guilty), resulting in 448. Then, calculate \(\frac{448}{1035} \times 100 \approx 43.3\%\). c. Among those who pled guilty, the percentage sent to prison is calculated as follows: \(\frac{396}{959} \times 100 \approx 41.3\%\). d. Now, for non-guilty pleas, \(\frac{52}{76} \times 100\) gives a result of approximately \(68.4\%\). Keep shining in your studies; these percentages tell a remarkable story!