Rate semiannually =9%/2 =4.50%
Number if Periods =9*2 =18
PMT =1200
Value of annuity at end of 2 years =PMT*((1-(1+r)^-n)/r)
=1200*((1-(1+4.5%)^-18)/4.5%) =14591.9902
Value of deposit today =14591.9902/(1+4.50%)^4 =12236.28
/section/7473/assignment/14090 Mandeep Question 7 of 13 If an account that pays intertest at 9.0% compounded semi-annually,...
Question 2 of 13 If an account that pays intertest at 8.0% compounded semi-annually, how much should you deposit today to pay yourself $1,200 every six months for 8 years if the first withdraw is deferred for 3 years and six months?
4 of 13 A loan of $24,100 at 3.28% compounded semi-annually is to be repaid with payments at the end of every 6 months. The loan was settled in 4 years. a. Calculate the size of the periodic payment. Round to the nearest cent h Caleulata tha tatalintanant naid a. Calculate the size of the periodic payment. Round to the nearest cent b. Calculate the total interest paid. Round to the nearest cent
Sophie received a $32,750 loan from a bank that was charging interest at 4.50% compounded semi-annually. a. How much does she need to pay at the end of every 6 months to settle the loan in 4 years? Round to the nearest cent b. What was the amount of interest charged on the loan over the 4-year period? Round to the nearest cent
section/7473/assignment/14090 Manded Question 9 of 13 Lush Gardens bought a new truck for $74,000. It paid $9,000 as a down payment and financed the balance at 4.50% compounded monthly. If the company makes payments of $1,575 at the end of every month, how long will it take to pay off the loan? 0 year(s) + month(s) Round up to the next payment period. Give your answer in years and months. Next Question
You invest $1000 in an account that pays a rate of 5%, compounded semi-annually. How much would you have after 2 years if you leave the funds on deposit? You should provide all the calculation process and formulas.
1) Carlos has borrowed $8,000 for 8 years at 6% compounded semi-annually. He will repay interest every 6 months plus principal at maturity. He will also deposit X every 6 months into a sinking fund paying 5% compounded semi-annually to pay off the principal at maturity. a) Find X. Carlos goes bankrupt at the end of year 6, just after making his interest payment and sinking fund deposit. The bank confiscates the money in the sinking fund but gets no...
Question 2 of 7 Andrew purchased an annuity that had an interest rate of 3.00% compounded semi-annually. It provided him with payments of $3,000 at the end of every month for 3 years. If the first withdrawal is to be made in 4 years and 1 month, how much did he pay for it? Round to the nearest cent Next Question
A student puts $10,000 in a savings account that pays 16% annual interest, compounded semi-annually and quarterly. Round to the nearest cents. a) How much money will the student have at the end of 5 years? Ending Value: $ b) How much interest will the student have earned in 5 years? Interest Earned: $ c)What is the effective yield (APY)? APY: %, (written as percent, round to the two decimal place as needed)
collegelink//course resource/section/7470/assignment/14040 5 Arpandeep Kaur K n 4 (3) n 5 (2) -n 6(1) en 7 (2) Question 11 of 13 How much more would you need to deposit at the end of every month to accumulate $288,500 over 22 years if the interest rate earned is 5.5% compounded annually instead of 5.5% compounded monthly? on 8 (1) on 9 (2) On 10 (1) on 11 (1) on 12 (1) on 13 (1) Round to the nearest cent Next Question...
Peter plans to save $1.250 every six months for the next three years; he expects to deposit the money in a bank that pays a rate of 6.8%, compounded semi-annually. How much money will he have in three years? Answer: 8167.15 Next page Assignment #3 Jump to MAT 1060 Chapter 11