Question: There are A, B, and C types of problem set, and each type of problem set contains 3000, 2000, 5000 problems, respectively. Suppose you can
There are A, B, and C types of problem set, and each type of problem set contains 3000, 2000, 5000 problems, respectively. Suppose you can solve A-type problem with 90% probability, B-type problem with 20% probability, and C-type problem with 60% probability. To pass graduation exam, you must solve both of two questions randomly chosen from the total problem set (out of 10,000 problems). Answer the following questions:
1) What is the probability that you pass the graduation exam?
2) What is the probability that you have solved one or more A-type questions when you passed the exam?
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To tackle the problem lets break it down into manageable parts and calculate each required probability step by step Step 1 Calculate the Total Number ... View full answer
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