assume elsa has current income of $50000 and expects income of $60000 next period. interest rate is 6% elsa desires to have the same amount of consumption expenditure during both periods. in the two period certainty framework, determine how much elsa's expenditures are during each period is elsa a saver or spender
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assume elsa has current income of $50000 and expects income of $60000 next period. interest rate is 6% elsa desires to have the same amount of consumption expenditure during both periods. in the two period certainty framework, determine how much elsa's expenditures are during each period is elsa a saver or spender
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- Sally will eam S33,000 this year and $42,000 next year. The real interest rate is 25% between this year and next year; she can borrow or save at this rate. She has no wealth at the start of this year and plans to finish next year having consumed everything she possibly can. She would like to consume the same amount this year as next year. How much should Sally save (or borrow) this year? save $4500 O save $4000 O borrow $4500 O borrow $4000Suppose that you earn $320 in year 1 and will ean $720 in year 2. If you borrow money against your future income you will have and additional $576 to spend in year 1, and if you lend all of your current income you will have and additional $400 to spend in year 2. In both years you consume only food which costs $1 per kilogram in each year. What is the interest rate that you borrow and lend at? R= Let your MRS for food in year 1 with food in year 2 be given by the formula where F is the amount of food consumed this year and F is the amount of food consumed next year. Calculate your consumption bundle: F = F = Suppose the interest rate at which you can borrow and lend changes to 20%. Calculate your new consumption bundle: F = F2 = Which interest rate is preferred? The initial interest rate found in part 1 O The new interest rate, 20%Suppose a person lives for 4 periods. His salary during each period of his life is $30, $60, $90 and $0. He was born without any financial wealth. 1. If the interest rate is 8% per period, what is the present value of the income of this agent? 2. If the individual wishes to have a constant consumption during his life, what will it be? Deduct his level of savings during each of the 4 periods of his life. 3. Suppose our individual cannot borrow (but can save). Determine the consumption and savings profile of the individual. 4. Suppose our individual receives an inheritance at birth of $10. How your answer in c) be affected?
- Mathematically derive slope of IS curve. Prove that if investment does not depend oni interestrate, the slope of IS curve is infinity.J Assume that at the beginning of the year, you purchase an investment for $14,200 that pays $95 annual income. Also assume the investment's value has increased to $15,800 by the end of the year. a. What is the rate of return for this investment? Note: Input the amount as a positive value. Enter your answer as a percent rounded to 2 decimal places. Rate of return b. Is the rate of return a positive or a negative number? O Positive O NegativeThis person earns $1000 of income today and $2000 income next year. Point C represents his consumption if he doesn't borrow or lend. If the interest rate is 10%, his Consumption Next Year at Point A is? Consumption Next Year B Consumption Today
- Suppose a person has a total credit card debt of $1,500$1,500 that has a 7%7% yearly interest rate. This person also has a savings account with $2,500$2,500 that pays 2%2% interest per year. Despite the net loss, the person keeps both.Calculate how many times the person appreciates the $1$1 of savings more than $1$1 of credit card debt if the person relates similarly to both values of percent paid and received. Enter your answer in the box below and round to two decimal places if necessary.Suppose that you eam $250 in year 1 and will ean $448 in year 2. If you borrow money against your future income you will have and additional $400 to spend in year 1, and If you lend all of your current income you will have and additional $280 to spend in year 2. In both years you consume only food which costs $1 per kilogram in each year. What is the interest rate that you borrow and lend at? R= F2 where F is the amount of food consumed this F1 Let your MRS for food in year 1 with food in year 2 be given by the formula year and Fo is the amount of food consumed next year. Calculate your consumption bundie: F1 = F2 = %3! Suppose the interest rate at which you can borrow and lend changes to 40%. Calculate your new consumption bundle: %3D Which interest rate is preferred? O The initial interest rate found in part 1 The new interest rate, 40%Which of the following is correct? For every additional dollar in Lifetime_value, Incore is expected to increase by $0.042 For every additional dollar in Lifetime_value, Income is expected to decrease by $0.042 For every additional dollar in Income, Lifetime_value is expected to decrease by $0.042 For every additional dollar in Income, Lifetime_value ($) is expected to increase by $0.042
- Consumption/Savings 1000 800 600 400 200 0 -200 Select one: 200 400 600 800 1000 1200 1400 1600 S Refer to the graph above to answer this question. What is the equation for the saving function? A. S=200+ 0.4Y. B. S=-200+ 0.6Y. X C. S-200+ 0.8Y. OD. S-200 +0.2Y. OE. S=200 - 0.2Y. IncomeSuppose that you are considering an investment, which would require you to pay $1,000 up front (today), and you would receive a payment of $100 per year, for 5 years, beginning one year from now. One year after your fifth payment, you would then have $800 paid to you as a final payment. Assume that the interest rate is equal to 5%. Round all answers to two decimal places. 5. Calculate the Present Value (PV) of the cost and each of the payments for the investment. Does this investment have a positive or negative present value? Should you make this investment? 6. How much would the initial cost ($1,000) need to change for you to be exactly indifferent about this investment? (i.e. you receive the same return for making this investment as you do for not making this investment?)The YTM on a bond is the interest rate you earn on your investment if interest rates don't change. If you actually sell the bond before it matures, your realized return is known as the holding period yield (HPY). (Round the final answers to 2 decimal places.) a. Suppose that today you buy an 9.2% annual coupon bond for $1,180. The bond has 19 years to maturity. What rate of return do you expect to earn on your investment? Expected rate of return % b-1. Two years from now, the YTM on your bond has declined by 1%, and you decide to sell. What price will your bond sell for? (Omit $ sign in your response.) Bond price $ b-2. What is the HPY on your investment? HPY %