A factory has a yield-to-input (Y/I) ratio of 0.94 and the percentage of poor-quality products that can be reworked (R) is 89.1%. A new production process will increase the percentage of good products produced each day (G) to 80%. What is the minimum value of R that must be achieved to improve the yield-to-input ratio to 0.95

Jaynet spends $50,000 per year on painting supplies and storage space. she recently received two job offers from a famous marketing firm – one offer was for $95,000 per year, and the other was for $120,000. however, she turned both jobs down to continue a painting career. if jaynet sells 35 paintings per year at a price of $6,000 each: a. what are her accounting profits? b. what are her economic profits?

In microeconomics, the point at which supply and demand meet is called the blank price

Four key marketing decision variables are price (p), advertising (a), transportation (t), and product quality (q). consumer demand (d) is influenced by these variables. the simplest model for describing demand in terms of these variables is: d = k – pp + aa + tt + qq where k, p, a, t, and q are constants. discuss the assumptions of this model. specifically, how does each variable affect demand? how do the variables influence each other? what limitations might this model have? how can it be improved?