The statement "COVID-19 is a pandemic issue now" indicates that COVID-19 has reached a level of widespread impact across countries, classified as a pandemic. Let us analyze the assumptions given:
Assumption 1: Government should work towards complete eradication of diseases like COVID-19.
This assumption is about what actions the government should take. The statement does not mention any government actions or imply a need for eradication. Therefore, it is not implicit.
Assumption 2: COVID-19 is not a serious disease and treatment is available.
The statement only indicates the widespread nature of the disease without commenting on its severity or treatment options. Therefore, this assumption is also not implicit.
Both assumptions suggest specific conclusions or actions, which the statement itself does not imply. Thus, neither of the assumptions is implicit.
Business schools’ (B schools) curriculums are filled with group assignments and case competitions. Even when students have just joined the B schools, corporate houses try 38 to catch good talent early by promising them internships based on case competitions. These competitions involve solving the problems presented by the organizations, analyzing the challenges they currently face, and presenting solutions in a manner that convinces the organizations’ representatives.
For students who are just joining a B school, the capability to actually solve such problems is quite limited. Because of that, the corporate houses generally are more focused on the presentations made by groups. Hence, the groups that communicate better, most often, win these competitions.
Abirami joins MBS, a B school. As a fresher, she believes she needs to learn a lot about how organizations work and wants to work with others who have joined MBS and have work experience.
An examination is taken by three kinds of students: Diligent (10%), Lazy (30%) and Confused (60%). Diligent students are 10 times as likely to pass the exam as Lazy students. If 40% of the students who passed the exam are Confused, what is the maximum possible probability that a Confused student passes the exam?