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Natasha has an investment account that earns 6.45% compounded monthly. Amanda has an investment account that earns 6.05% compounded semiannually. Compute the effective rate that Natasha and Amanda are receiving.
A) how much did Natasha receive?
B) how much did Amanda receive?
C) who has the better amount?
D) Victoria has an investment account with interest compounded quarterly. What annual interest rate does this account need to carry to earn the same annual percentage yield as Natasha's?
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- Zoe has an investment account that earns 6% annual interest, compounded daily. Holly has an investment account that earns 6.32% annual interest, compounded bi-annually. Compute the annual percentage yields (APY) Zoe and Holly are receiving.Zoe: 3.29 %Holly: %Which one of the two has a better investment? Zoe Holly Hillary has an investment account with interest compounded quarterly. What annual interest rate does this account need to carry to earn the same annual percentage yield as Zoe's? %Anh decided to buy a new car that costs $35,500. She knows that she can get a 6-year loan at 3.8% interest, and she has budgeted for a maximum monthly payment of $450. What is the minimum down payment Anh needs to make to keep her monthly payments at or below $450? (Answers are rounded to the nearest ten dollars.) $2,370 O $9,550 $3,100 $6,570Alexis deposited $500 into an interest-earning account when her son was born. The account earns 2.18% compounded annually and Alexis wants to know how much money will be in the account when her son turns 18 years old. Identify the value used for each variable in the compound interest formula. APR = n = t = P = What is the total number of compounding periods? If Alexis had chosen an investment that was compounded monthly how many compounding periods would there be in the 18 years? If Alexis had chosen an investment that was compounded quarterly how many compounding periods would there be in the 18 years?
- Trish receives $450 on the first of each month. Josh receives $450 on the last day of each month. BothTrish and Josh will receive payments for next four years. At a discount rate of 9.5 percent, what is thedifference in the present value of these two sets of payments?Select one:a. $151.06b. $141.80c. $162.50d. $159.08e. $154.30Determine whether each scenario below is a savings/investments question or a loans question. 1. Sabrina finances a $21,999 car at 4.25% APR over 5 years. If she makes a down payment for $5,000, how much will she end up paying in interest for the car? 2. Alejandro deposits $1,500 into an investment account with an APR of 2.25% compounded monthly. How much does Alejandro need to put into his account each month in order to have $5,000 in 3 years to purchase a car in cash? 3. Amy wants to buy a house for $150,000. She doesn't have enough yet for a 20% down payment. If she puts $2,000 into the account now and $500 every month, how long will it take for her to have enough for a 20% down payment to buy this house? 4. Arnie paid $500 for his $1,200 laptop. If he finances the rest at 6.75% over 24 months, how much money will he end up paying in total for this laptop?Brad invests in a savings account that pays 8% interest compounded quarterly. What is the APY for this account?
- A certain account pays 3.12% interest compounded weekly. Audrey wishes to invest money into this account today so that she will be able to withdraw $100 every week for the next year a) How much must she invest today b) How much interest does she earnLauren and Serena each have 59-week loans. At the end of their terms, they each repay $3,800. Lauren's loan uses the simple discount model while Serena's loan uses the simple interest model. The annual simple interest rate on Serena's loan is 11.2%. What would the annual simple discount rate have to be on Lauren's loan if they borrowed the same amount of money? Round your answer to the nearest tenth of a percent.Kim has money in a savings account that earns an annual interest rate of 2.4%, compounded monthly. What is the effective rate of interest on Kim's account? Round to the nearest hundredth of a percent.
- 12. Ted has an adjusted gross income of $120,006. He wants a house with a monthly mortgage payment of $1,921 and annual property taxes of $7,112. His semiannual homeowner's premium would be $897. Ted has a credit card bill that averages $300 per month. a. What is the back-end ratio to the nearest percent? the front-end ratio? b. Assume that his credit rating is good. Based on the back-end ratio, would the bank offer him a loan? Explain. c. Based on the front-end ratio, would the bank offer him a loan? Explain.a) Clara borrows $41,000 today at 2.9% per year compounded quarterly, to start her own buisness. she plans to repay her loan by making equal quarterly payments over 8 years. What are Clara's quarterly payments? b) how much of what clara will pay back is in interest?1. Jessie has been contributing $250 at the end of each 6 – month period for the past 18 months to a savings plan that earns 6% semi-annually. а. What amount will he have one year from now if he continues with the plan? Work SETTING ON I/Y PMT PV N Future Value CALCULATOR in one year BGN or END P/Y C/Y b. How much was accrued in interest? Work Аccrued Interest