THIS IS THE DATA THAT IS USED FOR THE QUESTIONS I NEED HELP WITH BELOW

In Australia in 1995, of the 2907 indigenous people in prison 17 of them died. In that same year, of the 14501 non-indigenous people in prison 42 of them died ("Aboriginal deaths in," 2013). Find the probability that an indigenous person dies in prison and the probability that a non-indigenous person dies in prison. Compare these numbers and discuss what the numbers may mean.

The questions I need help with are:

1. If a randomly selected prisoner was selected before any of them died, what is the probability that that prisoner ultimately dies? Report your answer as a percentage rounded to 2 decimal places. For example, if the probability turned out to be 0.21421, you would report 21.42.

2. If a randomly selected indigenous prisoner was selected before any of them died, what is the probability that that prisoner ultimately dies? Report your answer as a percentage rounded to 2 decimal places. For example, if the probability turned out to be 0.21421, you would report 21.42.

3. If a randomly selected non-indigenous prisoner was selected before any of them died, what is the probability that that prisoner ultimately dies? Report your answer as a percentage rounded to 2 decimal places. For example, if the probability turned out to be 0.21421, you would report 21.42.