Brief exercise 8-09 presented below are data on three promissory notes. determine the missing amounts. (round answers for total interest to 0 decimal places, e. g. 825. round annual interest rate to 0 decimal places, e. g. 15%. use 360 days for calculation.) date of note terms maturity date principal annual interest rate total interest (a) april 1 60 days select a maturity date $660,000 14 % $enter total interest in dollars rounded to 0 decimal places (b) july 2 30 days select a maturity date 84,000 enter an annual interest rate in percentages rounded to 0 decimal places % $910 (c) march 7 6 months select a maturity date 196,000 15 % $enter total interest in dollars rounded to 0 decimal places

4.     chef a says that broth should be brought to a boil. chef b says that broth should be kept at an even, gentle simmer. which chef is correct? a. neither chef is correct. b. chef a is correct. c. both chefs are correct. d. chef b is correct. student c   incorrect which is right answer

Evaluate a real situation between two economic actors; it could be any scenario: two competing businesses, two countries in negotiations, two kids trading baseball cards, you and another person involved in an exchange or anything else. use game theory to analyze the situation and the outcome (or potential outcome). be sure to explain the incentives, benefits and risks each face.

Jeanie had always been interested in how individuals and businesses effectively allocate their resources in order to accomplish personal and organizational goals. that’s why she majored in economics and took on an entry-level position at an accounting firm. she is very interested in further advancing her career by looking into a specialization that builds upon her academic background, and her interest in deepening her understanding of how companies adjust their operating results to incorporate the economic impacts of their practices on internal and external stakeholders. which specialization could jeanie follow to get the best of both worlds? jeanie should chose to get the best of both worlds.