#13 Anna purchases a new house for $200,000. Anna’s purchase of the house contributes $200,000 to which magnitude in the identity Y = C + I + G? a C b G c I d None of the above are correct.
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- Anderson is facing the hardest decision in his life: Should he buy the newest Xbox Series X (cost $500), the newest Apple Airpod Max (cost $550), or the newest Apple Mac Pro Wheels Kit (cost $700). Right now, Anderson has exactly $700. Provided that Anderson already has EVERYTHING he needs and the $700 cannot be used on anything else to make him happier (in other words, the $700 should only be spent on these 3 items. Moreover, for example, if Anderson chooses to buy the Xbox for $500, the remaining $200 is not usable and has no value to Anderson). 1/ If Anderson chooses to buy the Airpod Max, what is the opportunity cost associated with that option? 2/ How would your answer in 1/ change if Anderson just won the $1 million lotteries today? 3/ How would your answer in 1/ change if Anderson just lost one of his $100 bill today, making him now only has $600 left?how would you use the equation of exchange to show that M*P? present your assumption.What are the factors that will lead the household to spend his/her money. Write five(5) factors and explain each in the space provided below.
- both attachments are one question2. Identify and describe two functional objects that you use in your day to day life that are also considered to be artistic. Explain why these objects are works of art. Type your response here: ASAN % 8. R. T.I am driving in the desert and discover that I am really low on gasoline. I find a roadside park and someone there offers to sell me 5 gallons for $50 (which, he says, should get me to the nearest gas station). I am desperate and so I agree to the deal. The most likely reason explaining why the individual made this decision is based on factors.
- Sarah is considering two investment proposals. Proposal A is to purchase a new computer. Proposal B is to purchase a new printer. She will not buy the printer unless she buys the computer. The relationship between Proposals A and B is best described by which of the following? a. B and A are mutually exclusive b. B is contingent on A c. A is contingent on B d. Not enough information is given to determine a relationshipQ2 •I can give you $1 NOW or $1 a month from now, which should you choose? Please explain your answerCan you assist me with answering all parts of this equation? thank you
- A recent trend in health insurance is the Health Savings Account (HSA). The idea behind Health Savings Accounts is that rather than providing employees with health insurance that makes visiting doctors cost little more than a simple $10 or $20 copay the employer gives the employee money to use to spend on health care, but the employee bares the entire cost of seeing the doctor. What money given for health care not spent by the employee can be withdrawn by the employee as if it was additional income. It is believed that Health Savings Accounts will reduce the total amount of money spent on seeing doctors. Using Supply and Demand analysis, explain why there is the expectation that HSA’s will reduce spending on doctors.Can you complete this question entirely and provide the solutions.Assume that someone has inherited 2,000 bottles of wine from a rich uncle. He or she intends to drink these bottles over the next 40 years. Suppose that this person’s utility function for wine is given by u(c(t)) = (c(t))0.5, where c(t) is each instant t consumption of bottles. Assume also this person discounts future consumption at the rate δ = 0.05. Hence this person’s goal is to maximize 0ʃ40 e–0.05tu(c(t))dt = 0ʃ40 e–0.05t(c(t))0.5dt. Let x(t) represent the number of bottle of wine remaining at time t, constrained by x(0) = 2,000, x(40) = 0 and dx(t)/dt = – c(t): the stock of remaining bottles at each instant t is decreased by the consumption of bottles at instant t. The current value Hamiltonian expression yields: H = e–0.05t(c(t))0.5 + λ(– c(t)) + x(t)(dλ/dt). This person’s wine consumption decreases at a continuous rate of ??? percent per year. The number of bottles being consumed in the 30th year is approximately ???