A family of four has an income of $15,000 today and will earn $24,000 tomorrow. If the family consumes $11,500 in the first period and $15,000 in the second period, what is the interest rate.
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A family of four has an income of $15,000 today and will earn $24,000 tomorrow.
If the family consumes $11,500 in the first period and $15,000 in the second period, what is the interest rate.
(this question deals with intertemporal choice from
(also I am seeking the formula to find the interest rate)
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Solved in 2 steps
- The following excerpt is from a letter sent to a financial advice columnist: "My wife and I are trying to decide how to invest a $250,000 windfall. She wants to pay off our $114,000 mortgage, but I'm not eager to do that because we refinanced only nine months ago, paying $3,000 in fees and costs." Source: Liz Pulliam, Los Angeles Times advice column, March 24, 2004. How should the $3,000 in fees and costs be considered? OA. It is a sunk cost and should be taken into account when deciding to pay off the mortgage. OB. It should be taken into consideration in the decision as to whether or not to pay off the mortgage. C. It is an explicit cost of paying off the mortgage. OD. It is a sunk cost and should not be taken into account when deciding to pay off the mortgage.Economics Anne usually eats out at restaurants 20 times a month. Due to higher food prices, the cost of restaurant meals rises substantially. If, as a result, Anne not only eats out less but also purchase less of other goods, such as clothing, due to the decreased real purchasing power of her monthly budget this illustrates:Jayden's grandmother gives him $240$240 each month, which he spends on pizzas and burgers. Usually, he buys 44 pizzas for $180$180 and spends the remaining $60$60 on 44 burgers. However, the price of 11 pizza has increased by $5$5; the price of a burger has not changed. Now, Jayden will buy only 33 pizzas per month.Calculate how many burgers Jayden can afford to buy if he still wants to spend all the money. If necessary, round any intermediate calculations to two decimal places. For your final answer, write the exact value; do not round.
- Suppose Marcus eats nothing but burritos for dinner. He buys 30 burritos each month. During the last couple of weeks, Marcus noticed a decrease in the price of burritos. The price of burritos fell from $6.00 per burrito last month to $5.75 per burrito this month. Assume that Marcus has a fixed income of $180 that he can spend on burritos. How many burritos can Marcus afford to buy at the new price of $5.75?Consider the following graph, which shows the relationship between an individual’s income and the number of times he or she eats out each month. Hint: When answering the following, be sure to specify the appropriate units. The blue point already shown on the graph shows the data for Cho. According to the graph, Cho’s income is ______ (options: $6000 per month, $6000, $12, $12 per month), and she has _____ (options: 12 dinners out per month, 6000 dinners out, 12 dinners out, 6000 dinners out per month). Suppose Cho’s friend Bob has an income of $3,000 per month and has 6 dinners out per month. Plot this on the graph.Consider the standard Ramsey model with endogenous labor supply. Assume that the house- hold has a unitary time endowment that it can split between labor time (L;) and leisure time (1 – Lt). The household's problem is defined as follows: Σ Vo Bt. max Ct,Ct+1,Lt,Lt+1,Kt+1 t=0 s.t. K41 - Kį =r¡Kt +W¿Lt – Ct The representative firm maximizes profit as follows: max по — Lt,Kt Y; – w;Lt – (rt + 8)K; (1+r¿)* t=0 s.t. Y = AK, L -a
- The following table contains data on the relationship between saving and income. Rearrange these data into a meaningful order and graph them on the accompanying grid. What is the slope of the line? Interpret the meaning of the slope. What would you predict saving to be at the $12,500 level of income?A family of four has an income of $15,000 today and will earn $24,000 tomorrow. If the family consumes $11,500 in the first period and $15,000 in the second period what is the interest rate?For each of the following events, consider how you might react. What things might you consume more or less of? Would you work more or less? Would you increase or decrease your saving? Are your responses consistent with the discussion of household behavior in this chapter? a. You have a very close friend who lives in another city, a 3-hour bus ride away. The price of a round-trip ticket rises from $20 to $45. b. Tuition at your college is cut 25 percent. c. You receive an award that pays you $300 per month for the next 5 years. d. Interest rates rise dramatically, and savings accounts are now paying 10% interest annually. e. The price of food doubles. (If you are on a meal plan, assume that your board charges double.) f. A new business opens up nearby offering part-time jobs at $20 per hour.
- Exercise 3 Use a model for the household's trade-off between consumption and leisure to answer the following questions: a) Use a graph to show the household's optimal solution and then explain your answer in words. b) Suppose the household has not adapted optimally. Explain such a situation using a diagram and numbers that fit your example. How do you explain that it is not optimal? c) Discuss the statement:" Statistics show that some people work fewer hours when the real wage rises". Use a model for the labour market to answer the following question: d) Use graphs to show the difference between involuntary unemployment and voluntary unemployment and then explain your answer in words.Consider a worker who earns $20/hour in the labor market and receives $50 per week in non-labor income. Assume the total number of hours available for work (h) and leisure (L) is 168 hours per week (i.e., ? = 168 = ℎ + ?). What is the maximum value of consumption that this individual could achieve in a week? [i need this answer 4 upvotes]The following table contains data on the relationship between saving and income. Rearrange these data into a meaningful order and graph them on the accompanying grid. What is the slope of the line? The vertical intercept? Interpret the meaning of both the slope and the intercept. Write the equation that represents this line. What would you predict saving to be at the $12,500 level of income?