Question

In: Finance

QUESTION TWO L. Mwanza owns a perpetuity that pays K2, 000 with the first payment being...

QUESTION TWO

  1. L. Mwanza owns a perpetuity that pays K2, 000 with the first payment being made in 6 years. Find the present value with 4% per annum rate.     
  2. You invested K3, 000 four years ago in a share of E. Nyirenda Ltd. It is now worth K5, 000. Calculate the interest rate.                                                 
  3. A share of Zambezi Plc grows at a rate of 5% per annum compounded annually. Calculate how long it will take the current present value of K100 per share to double in value.                                                                            
  4. You wish to purchase a car that costs K200 000. You can borrow the funds at 8% compounded monthly for a 5 year term. The first payment is due at the end of one month. Calculate the monthly payment.                                

Solutions

Expert Solution

SEE THE IMAGE. ANY DOUBTS, FEEL FREE TO ASK. THUMBS UP PLEASE

SOLVED WITH BA II PLUS CALCULATOR


Related Solutions

What is the present value of a perpetuity of annual paymentswhere the first payment is...
What is the present value of a perpetuity of annual payments where the first payment is in one year and each payment is $4599.99?
Gustav owns a perpetuity which pays 200 per year starting at the end of year 2....
Gustav owns a perpetuity which pays 200 per year starting at the end of year 2. Ingrid owns a perpetuity that pays deposits X at the end of each 6 months, beginning 6 months from now. Assume a nominal annual interest rate of 8%. For what value of X is the present value of the two perpetuities equal.
Charlotte will receive quarterly payments from a perpetuity, beginning now. The amount of the first payment...
Charlotte will receive quarterly payments from a perpetuity, beginning now. The amount of the first payment is 100, and each subsequent payment is larger than the previous payment by an amount X. Assuming an interest of 6% convertible monthly, the present value of this perpetuity is $20,000. Find X.
A perpetuity will make annual payments with the first payment coming 12 years from now. The...
A perpetuity will make annual payments with the first payment coming 12 years from now. The first payment is for $4500, and each payment that follows is $150 dollars more than the previous one. If the effective rate of interest is 4.8%, what is the present value of the perpetuity?
PV of a perpetuity of $200 i/rate is 5% ii/ rate is 10% (first payment is...
PV of a perpetuity of $200 i/rate is 5% ii/ rate is 10% (first payment is in one year) 200/.05= 4000 200/.10=2000 PV of a perpetuity of $200 i/rate is 5% ii/ rate is 10% (first payment is now) PV of a growing (g=2%) perpetuity of $200 i/rate is 5% ii/ rate is 10% (first payment is in one year) PV of a growing (g=2%) perpetuity of $200 i/rate is 5% ii/ rate is 10% (first payment is now) PV...
Question 1 Part A What’s the present value of a perpetuity that pays $3000 per year...
Question 1 Part A What’s the present value of a perpetuity that pays $3000 per year if the appropriate interest rate is 8%?   Part B You set up a college fund in which you pay $3000 each year at the end of the year. How much money will you have accumulated in the fund after 8 years, if your fund earns 15% compounded annually? Part C What is the effective annual rate (EAR) of 6% compounded monthly? Part D Your...
You are considering two lotery payment options: Option A pays $20000 today and option B pays...
You are considering two lotery payment options: Option A pays $20000 today and option B pays $40000 at the end of ten years. Assume you can earn 8 percent on your savings. a) Which option will you choose if you base your decision on present values? b) Which option will you choose if you base your decision on future values? c) Explain why your answers are either the same or different.
Mike buys a perpetuity-immediate with varying annual payments. During the first 5 years, the payment is constant and equal to 10.
Mike buys a perpetuity-immediate with varying annual payments. During the first 5 years, the payment is constant and equal to 10. Beginning in year 6, the payments start to increase. For year 6 and all future years, the payment in that year is K% larger than the payment in the year immediately preceding that year, where K < 9.2. At an annual effective interest rate of 9.2%, the perpetuity has a present value of 167.50. Calculate K
An investment pays $15,000 every other year forever with the first payment one year from today....
An investment pays $15,000 every other year forever with the first payment one year from today. a. What is the value today if the discount rate is 8 percent compounded daily? (Use 365 days a year. Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.) b. What is the value today if the first payment occurs four years from today? (Use 365 days a year. Do not round intermediate calculations and round your answer...
In a dice game a player first rolls two dice. If the two numbers are l...
In a dice game a player first rolls two dice. If the two numbers are l ≤ m then he wins if the third roll n has l≤n≤m. In words if he rolls a 5 and a 2, then he wins if the third roll is 2,3,4, or 5, while if he rolls two 4’s his only chance of winning is to roll another 4. What is the probability he wins?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT