What is the probability a worker who would select the same career plans to retire early (to 4 decimals)?

The answer is 0.2203.

Explanation:

Compute the probability that a worker who would select the different career plans to retire.

P(Retire early | Different career) = P(Retire early ∩ Different career) ÷ P(Different career)

= 0.13 ÷ 0.59 (from the contingency table)

=0.220339.

=0.2203. ( The probability)

employees use applications that are uniformed so that they are able to look over them more quickly because the do not want to spend a long time reading through the applications so they get all the infomation that the are looking for on the application they made so the do not have to read about unnessacary infomaton. so to make it simple it them find the person that they want to hirer faster with out wasting time.

i hope this i spelt things wrong i believe but this is why

mark me brainliest.

this website has me so much feel free to keep asking questions

the answer is true.  i do believe this is the answer because of the amount of wrecks people get into each year.  if you double this with avoiding those so said wrecks, that would make you a "skilled" driver.