Plecese show seuition MARKO ONALYSIS a computer university administers computer comperency examinations every year. These exams allow students to test ceer" (f the introducrory computer class heid ar the university. Results of the exams can be placed in one of the fowowing six states: Stare 1 (S1): pass all of the computer exams and be exempt fom the course Stare 2 (52): do not pass au (F the computer exams on the fifth attempt and be required to take the course stare 3(53) Fails the computer excams on the ist attempt stare 4 (54) fails the computer exams on the and attempt score 5(55) Fauls the computer exams on the orde artempt Sare o (56) Fails the computer exams on the 4th attempt The caerse coordinator for the exams has notices the fowowing matrix of transition probabilities From /rol si S2 S3 S4 55 SC SI - O 0 - 0 O 0 0.1 Ol 0.1 0.2 0.2 0.1 0 Sa 53 0.5 10.2 0.2 0.2 S4 0.) 0.1 55 0.3 0.2 6.2 0.2 0.4 10.2 0.2 0.1 0.1 Sco Currently, the are 250, 150, 100, and 50 students who clid not pass au of the exams on the first second third and fourth attempt, respectively a:) what is the determinant of the fundamental matrix ? (answer in 4 decimal) b) if the student fails the compurer exam on the Bra attempt, how many periode shoula ne stay on the same stare before ne possea or required o ake the course again ? (answer 4aemical places) c.) is the students fails the compurer exam on the 200 artempr what is nis average time to absorption ? canswer in 4 decimal) cl.) is the student poils me compurer examen me First attempt, what is the probability that ne will pass ? answer in 3 decimal places) e) if the students fails mecomputer exam on the pourth attempt , what is the probability marne will be required to take the course again answer in 3 decimal places) f) in the long run now many students will be exempted From the course by passing the exams? (Pound off oo integer value) A g) How many of the 550 students will be required to take me computer course ? (round off to inceger vare) Plecese show seuition MARKO ONALYSIS a computer university administers computer comperency examinations every year. These exams allow students to test ceer" (f the introducrory computer class heid ar the university. Results of the exams can be placed in one of the fowowing six states: Stare 1 (S1): pass all of the computer exams and be exempt fom the course Stare 2 (52): do not pass au (F the computer exams on the fifth attempt and be required to take the course stare 3(53) Fails the computer excams on the ist attempt stare 4 (54) fails the computer exams on the and attempt score 5(55) Fauls the computer exams on the orde artempt Sare o (56) Fails the computer exams on the 4th attempt The caerse coordinator for the exams has notices the fowowing matrix of transition probabilities From /rol si S2 S3 S4 55 SC SI - O 0 - 0 O 0 0.1 Ol 0.1 0.2 0.2 0.1 0 Sa 53 0.5 10.2 0.2 0.2 S4 0.) 0.1 55 0.3 0.2 6.2 0.2 0.4 10.2 0.2 0.1 0.1 Sco Currently, the are 250, 150, 100, and 50 students who clid not pass au of the exams on the first second third and fourth attempt, respectively a:) what is the determinant of the fundamental matrix ? (answer in 4 decimal) b) if the student fails the compurer exam on the Bra attempt, how many periode shoula ne stay on the same stare before ne possea or required o ake the course again ? (answer 4aemical places) c.) is the students fails the compurer exam on the 200 artempr what is nis average time to absorption ? canswer in 4 decimal) cl.) is the student poils me compurer examen me First attempt, what is the probability that ne will pass ? answer in 3 decimal places) e) if the students fails mecomputer exam on the pourth attempt , what is the probability marne will be required to take the course again answer in 3 decimal places) f) in the long run now many students will be exempted From the course by passing the exams? (Pound off oo integer value) A g) How many of the 550 students will be required to take me computer course ? (round off to inceger vare)