D Question 5 2 pts The moment a loan is irreparably harmed during the Covid-19 recession is modelled by a continuous Uni
Posted: Mon Nov 15, 2021 9:53 am
Question 5 2 pts The moment a loan is irreparably harmed during the Covid-19 recession is modelled by a continuous Uniform distribution. X is the time the loan becomes unserviceable because of the recession, measured in months from the beginning of January 2020. The distribution of X is uniform over the end of March 2020 when the recession began (X=3) to the end of January 2021 (X=13) when the levels of optimism rose significantly. What is the chance that the loan became unserviceable in the first half of 2020? O 0.3 O None of the numerical answers are correct O 11/13 O 6/13 C
D Question 5 2 pts The moment a loan is irreparably harmed during the Covid-19 recession is modelled by a continuous Uniform distribution. X is the time the loan becomes unserviceable because of the recession, measured in months from the beginning of January 2020. The distribution of X is uniform over the end of March 2020 when the recession began (X=3) to the end of January 2021 (X=13) when the levels of optimism rose significantly. What is the chance that the loan became unserviceable in the first half of 2020? O 0.3 O None of the numerical answers are correct O 11/13 O 6/13 C
D D Question 5 2 pts The moment a loan is irreparably harmed during the Covid-19 recession is modelled by a continuous Uniform distribution. X is the time the loan becomes unserviceable because of the recession, measured in months from the beginning of January 2020. The distribution of X is uniform over the end of March 2020 when the recession began (X=3) to the end of January 2021 (X=13) when the levels of optimism rose significantly. What is the chance that the loan became unserviceable in the first half of 2020? O 0.3 O None of the numerical answers are correct O 11/13 O 6/13 C