here , we will first calculate the effective rate of interest for each part based on the compounding frequency or the no. of times interest is paid in 1 year, if interest is paid at the end of 6 months , the compounding frequency = 2 , since there are two semi-annual or 6 month periods in one year. similarly for monthly compounding the compounding frequency will be 12
after calculating the effective rate of interest based on the formula (as can be seen in the image below) , we will calculate the interest earned during 1st year , by multiplying the effective interest rate with the amount deposited
Please, elaborate on solutions Part B 1. Melinda has a savings account that earns interest at...
Melinda has a daily savings account that earns interest at 3.1% per annum. She opened her account with $2000 on March 31. How much interest will she earn during the first two years if the interest is calculated daily and paid into the account at the end of each month? (Enter the value only; do NOT add a $ sign.)
Question 1 Suppose you make a monthly contribution of $6,000 to your savings account at the end of each month for five years. How much can be withdrawn at the end of five years, a) If your savings account earns 10% interest compounded monthly? b) If your savings account earns 10% interest compounded daily?
1) If $4000 is deposited in a savings account that earns interest at an annual rate of 2.5% interest compounded continuously, what is the value of the account at the end of two years? 2) A trust fund for a 11-year-old child is being set up by a single payment so that at age 21 the child will receive $37,000. Find how much the payment is if an interest rate of 9% compounded semiannually is assumed. 3) A bank account...
Ann deposits $1000 at the end of each month into her bank savings account. The bank paid 6% nominal interest, compounded and paid quarterly. No interest was paid on money not in the account for the full 3-month period. How much was in Ann's account at the end of 3 years?
You placed $6,960 in a savings account today that earns an annual interest rate of 8.48 percent, compounded semiannually. How much will you have in this account at the end of 16 years? Assume that all interest received at the end of the period is reinvested the next period.
Question 8 0/9 pts Leona opens a savings account with an initial deposit of $150. She then deposits $150 into that savings account at the end of every subsequent month. This savings account pays an annual interest rate of 3.6% and is compounded monthly. How much does Leona have in her account at the end of each of the first 3 years? not ((1+5)* - 1 B(t)= P. (5) Round your answer to the nearest penny. Input the dollar sign...
A) How much money will be in your savings account on January 1, 2023 if you deposit $5,000 on January 1, 2020 and you earn 3.1% per year in interest? Interest is compounded annually on December 31 B) How much money would you have to deposit on January 1, 2020 to have $5,000 in your bank account on January 1, 2027 if the savings account paid 1.25% interest, compounded annually on December 31 of each year? C) Suppose your discount...
Show the excel formulas used
Ex. 1 You have $5,000 in your savings account that pays 4% interest. How much will you have in your account after 20 years, a) if your bank pays annually compounded interest? b) if your bank pays monthly compounded interest? c) if your bank pays daily compounded interest? Current balance Interest Years Compounding Annually Monthly Daily a) FV b) FV c) FV Ex. 2 If you need $10,000 in 7 years and you can earn...
You placed $9,331 in a savings account today that earns an annual interest rate of 8.69 percent, compounded semiannually. How much will you have in this account at the end of 19 years? Assume that all interest received at the end of the period is reinvested the next period. Round the answer to two decimal places.
You placed $7,527 in a savings account today that earns an annual interest rate of 10.25 percent, compounded semiannually. How much will you have in this account at the end of 2 years? Assume that all interest received at the end of the period is reinvested the next period. Round the answer to two decimal places.