You just got a job and plan to save for the college expenses for your kids. You have a son and a daughter. Your son is 4 years old, and your daughter is only 1 year old. Both of them plan to go to a four-year college at the age of 18. The estimated college expense is about $40,000 per year. Assume you plan to invest into a portfolio that offers you return about 6% per year until your daughter is graduated from college. How much money do you need to save every year if your first saving is in one year

Problem 3: access control pokeygram, a cutting-edge new email start-up, is setting up building access for its employees. there are two types of employees: managers and engineers, and there are three departments: security, networking, and human resoures. each employee works in a single department, and each department is housed on a different floor. managers are allowed access to any floor, while engineers are allowed access only to their own floor. there are three badge-operated elevators, each going up to only one distinct floor. every employee has one badge. pokeygram wants to use the best possible access control method in order to minimize delay for the elevators (a) access control matrix, 1. which of the following would you recommend that pokeygram use: (b) access control lists, or (c) capabilities? make sure to justify your answer. 2. what, if any, would be the benefits (and/or disadvantages) of using rbac (role-based access control) in this situation? keep your solution for this problem limited to 10-12 lines of text.

What is the name of the company and the stock symbol you chose? what is the p/e ratio? what information did you find about the company? why did you choose this stock? company name: stock symbol: p/e ratio: information about the company: why did you choose this stock?

Match each definition in column 1 with a vocabulary word from column 2." some of the entries in column 2 do not apply costs which do not change with the level of output costs which change with the level of output the change in total costs resulting from an increase in output by one unit function showing the quantities of a particular good demanded at a range of price when the quantity supplied of a good is greater than the quantity demanded when the quantity demanded for a particular good is greater than the quantity supplied the price and quantity determined in a market when the supply equals the demand when revenue exceeds costs when costs exceeds revenue output where revenue = costs