A lecturer classifies her students as 'savvy learners' 68% of the time and the rest as 'risky learners' depending on their adherence to assignment submission due dates. This lecturer finds that 'risky learners' submit their work late 47% of the time on average, whereas 'savvy learners' submit their work late only 6% of the time. Given an assignment was submitted late, what is the probability that it is submitted by a 'risky learner'? Please write your answer to three decimal places. Given an assignment was submitted late, the probability that it is submitted by a 'risky learner' is P(risky student late assignment) =