During the economic downturn caused by the ongoing pandemic, a last semester student goes to career fair booths in a Career Carnival. His/her likelihood of receiving an off-campus interview invitation after a career fair booth visit depends on how well he/she did in BUS201. Specifically, an A in BUS201 results in a probability p = 0.25 of obtaining an invitation, whereas a C Grade in the same course results in a probability of p = 0.05 of an invitation. e. Find the probability that an ‘A’ student in BUS201 will receive exactly 3 off-campus interview invitations after visiting 8 career fair booths.f. Find the probability that a ‘C’ student in BUS201 will receive less than 3 off-campus interview invitations after visiting 6 career fair booths.g. What is the mean, variance and standard deviation of the number of invitations received by an ‘A’ student if s/he visits 8 career fair booths?h. Using Poisson distribution, determine the probability that an ‘A’ student receives exactly 3 off-campus interview invitations having visited 8 booths (Use the mean from (g) as ?)?i. On average, 2 students per semester receive an appointment letter before graduation. What is the probability that more than 7 students will receive invitations in the year 2020?

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During the economic downturn caused by the ongoing pandemic, a last semester student goes to career fair booths in a Career Carnival. His/her likelihood of receiving an off-campus interview invitation after a career fair booth visit depends on how well he/she did in BUS201. Specifically, an A in BUS201 results in a probability p = 0.25 of obtaining an invitation, whereas a C Grade in the same course results in a probability of p = 0.05 of an invitation.

e. Find the probability that an ‘A’ student in BUS201 will receive exactly 3 off-campus interview invitations after visiting 8 career fair booths.f. Find the probability that a ‘C’ student in BUS201 will receive less than 3 off-campus interview invitations after visiting 6 career fair booths.g. What is the mean, variance and standard deviation of the number of invitations received by an ‘A’ student if s/he visits 8 career fair booths?h. Using Poisson distribution, determine the probability that an ‘A’ student receives exactly 3 off-campus interview invitations having visited 8 booths (Use the mean from (g) as ?)?i. On average, 2 students per semester receive an appointment letter before graduation. What is the probability that more than 7 students will receive invitations in the year 2020?

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