QRB501ExcelTemplateWeek5Questions.xlsx
QRB 501 Week 5 Excel Questions Solved
Instructions: | |
Week 5 Individual Assignment | |
Total Number of Questions – | 12 |
Total Points: 6 | |
1. You have twelve problems – on each tab of this Excel file. | |
2. Please show your work in the cells. Use Excel formulas instead of writing the values/answers directly in the cell. | |
The instructor will then know where you made a mistake and provide you valuable feedback and partial credit (if appropriate). |
Find the interest paid on a loan of $1,200 for three years at a simple interest rate of 5% per year. | |||||||
How much money will you pay after three years? | |||||||
Principal | |||||||
Rate | |||||||
Time | |||||||
Simple Interest ( | SI | ||||||
Maturity Value |
Find the maturity value of a loan of $1,750 for 28 months at 9.8% simple interest per year. |
— Please make sure that the time periods for Time and Rate match. |
Find the simple interest rate of a loan of $5,000 that is made for three years and requires $1,762.50 in interest. |
A loan of $16,840 is borrowed at 9% simple interest and is |
repaid with $4,167.90 interest. What is the duration of the loan? |
How much money is borrowed if the interest rate is 9.25% simple interest |
and the loan is made for 3.5 years and has $904.88 interest? |
Find the ordinary and exact interest for a loan of $1000 at a 5% annual | |||||
interest rate. The loan was made on March 15 and is due May 15. | |||||
Loan date | |||||
Loan Due Date | |||||
Exact time | days | ||||
Ordinary Simple Interest (SI) | Exact Simple Interest (SI) |
Find the bank discount and proceeds using ordinary interest for a loan to Michelle Anders for $7,200 | |||
at 8.25% annual simple interest from August 8 to November 8. | |||
Face Value (F) | |||
Discount Rate (D) | |||
Time Period (T) | years –> ‘Convert Exact time in days to years | ||
Bank Discount (B) | |||
Proceeds (P) |
What is the effective interest rate of a simple discount note for | $8,000 |
at an ordinary bank discount rate of 11%, for 120 days? |
SOLVED EXAMPLE | |||||||||||||
What is the effective interest rate for the first year for a loan of | $20,000 | ||||||||||||
for three years if the interest is compounded | quarterly | ||||||||||||
Quoted Rate | 12.00% | ||||||||||||
No. of compounding periods per year | For Quarterly, type 4; for semiannually, type 2; for annually, type 1; for monthly, type 12; for daily, type | 36 | |||||||||||
EAR | 12.55% | ||||||||||||
1. Ross Land has a loan of $8,500 compounded quarterly for four years at 6%. What is the effective interest rate for the first year for the loan? | |||||||||||||
For Quarterly, type 4; for semiannually, type 2; for annually, type 1; for monthly, type 12; for daily, type 365 | |||||||||||||
2. Find the effective interest rate for the first year for a loan for four years compounded semiannually at an annual rate of 2% | |||||||||||||
3. What is the effective interest rate for the first year for a loan of $5,000 at 10% compounded daily for three years? | |||||||||||||
4. Depending on the issuer, a typical credit card agreement quotes an interest rate of 18 percent APR. | Monthly | ||||||||||||
What is the actual interest rate you pay on such a credit card? | |||||||||||||
=EFFECT(B30, B31) | |||||||||||||
5. Find the effective interest rate for a loan of $3,500 at 10% interest compounded quarterly. | |||||||||||||
=EFFECT(B36, B37) |
Tim Bowling has $20,000 invested for three years at a | 5.25% | |||||||||
How much interest will he earn? | ||||||||||
Initial Investment (PV) | ||||||||||
Compounding Frequency | Daily | Choose one | ||||||||
Number of compoundings (m) | ||||||||||
Quoted Rate divided by m = RATE | 0.0144% | |||||||||
Number of Years | ||||||||||
NPER (Num. of years * m) | 1095 | |||||||||
Ending Amount (FV) | $23,411.35 | |||||||||
Compound Interest | $3,411.35 | |||||||||
Exercise | ||||||||||
Find the future value of a $15,000 money market investment at 2.8% annual interest compounded daily for three years. | ||||||||||
The Holiday Boutique would like to put away some of the holiday | |||
profits to save for a planned expansion. A total of $8,000 is needed in three years. How much | |||
money in a | 5.2% | ||
now to have the $8,000 in three years? | |||
Future Value Needed (FV) | |||
0.4333% | |||
Amount Invested Now (PV) | $6,846.78 | ||
How much should be invested now to have $15,000 in six years if interest is 4% compounded quarterly? | |||
Jamie Juarez needs $12,000 in 10 years for her daughter’s college education. |
How much must be invested today at 2% annual interest compounded |
semiannually to have the needed funds? |
A loan of $8,000 for two acres of woodland is compounded quarterly at an annual |
rate of 6% for five years. Find the compound amount and the compound interest. |
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