1. My university ID number is 1 Answer01 ) 2. The equations below show Calvin's...
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1. My university ID number is 1 Answer01 ) 2. The equations below show Calvin's estimated per-month benefit of watching movies on an online movie platform. (Assume that n can take only integer values.) Total benefit (dollars): TB (T) 445n5n? Marginal benefit (dollars): MB(n) 445 10 Average benefit (dollars): AB(n) 445 - 5n A02 10 A 11 A 12 A Upon paying a monthly subscription fee of 30 dollars, Calvin will be eligible to watch any movie at P dollars per movie. If Calvin decides to watch 29 movies per month under the scheme, then we can infer that the price per movie (P) is less than or equal to 1 Answer02A dollars and more than Answer02B ] dollars. 16 Art 11 A 1 AS 19 Awers 20 An 22 A 23 Auw 3. Ken is planning on how many economics and finance courses to take in his undergraduate years. He is free to allocate 8 courses among these two areas. Assume that the number of courses is perfectly honfit from takine economics and finance courses are
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