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Your assignment: 1. Read in a monthly deposit of $100 and yearly interest rate of 5.0% and compute the account value for six months

Your assignment: 1. Read in a monthly deposit of $100 and yearly interest rate of 5.0% and compute the account value for six months

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Your assignment: 1. Read in a monthly deposit of $100 and yearly interest rate of 5.0% and compute the account value for six months 2. Using the same code as in part 1, run the program reading in a monthly deposit of $200.50 and yearly interest rate of 3.75% Suggestion (but not required) to structure your program: Declare your variables, initialize monthyValue to 0 Read in monthly deposit and yearly interest rate Compute monthly interest rate (divide yearly rate by 100 and by 12) Print monthly deposit amount and yearly interest rate Compute monthlyValue for the first month using the formula and print the month number and value Compute monthlyValue for the second month using the formula print the month number and value Compute monthlyValue for the third month using the formula print the month number and value Compute monthlyValue for the fourth month using the formula print the month number and value Compute monthlyValue for the fifth month using the formula print the month number and value Compute monthlyValue for the sixth month using the formula print the month number and value
Transcribed Image Text:Your assignment: 1. Read in a monthly deposit of $100 and yearly interest rate of 5.0% and compute the account value for six months 2. Using the same code as in part 1, run the program reading in a monthly deposit of $200.50 and yearly interest rate of 3.75% Suggestion (but not required) to structure your program: Declare your variables, initialize monthyValue to 0 Read in monthly deposit and yearly interest rate Compute monthly interest rate (divide yearly rate by 100 and by 12) Print monthly deposit amount and yearly interest rate Compute monthlyValue for the first month using the formula and print the month number and value Compute monthlyValue for the second month using the formula print the month number and value Compute monthlyValue for the third month using the formula print the month number and value Compute monthlyValue for the fourth month using the formula print the month number and value Compute monthlyValue for the fifth month using the formula print the month number and value Compute monthlyValue for the sixth month using the formula print the month number and value
Suppose you deposit the same amount of money in a bank account each month at a given yearly interest rate and you want to know the value of the account at the end of each month. Write a program that prompts the user to enter a monthly amount you deposit in the account (could contain cents) and a yearly interest (e.g., 4.25). The program will first print the values you entered for monthly deposit and yearly interest rate, followed by the six, monthly calculations showing the month number and value of the account at the end of each month (with two decimal places) up to and including the 6th month. Sample output for $200 monthly deposit and 10% interest rate: monthly deposit: 200.0 yearly interest rate: 10.0 month 1 value: 201.66 month 2 value: 405.0 month 3 value: 610.04 month 4 value: 816.79 month 5 value: 1025.26 month 6 value: 1235.47 Let's get started. Begin with using the following variables: double monthlyDeposit - the amount you put into your account each month. Read in from the keyboad double yearlylntRate – the yearly interest rate. Read in from the keyboard. double monthlylntRate – computed as yearlylntRate/100/12 The monthly interest rate is the yearly rate divided by 100 and then divided by 12. For example, a 5% interest rate is converted to .05 for calculation purposes and then .05 is divided by 12 to get a monthly rate of 0.00417. double monthlyValue - initialized to 0. Stores the current value of the account at the end of the month using the formula: monthlyValue = (monthlyDeposit + monthlyValue) * (1 + monthlylntRate); After each calculation, print the month number and monthlyValue (see sample output above). Repeat the calculation for all six months To help you see what's going on with the calculations, here are the first three. After the first month, the value of the account (initialzed to 0) becomes monthlyValue = (200 + 0)*(1+.00833333) which equals 201.66 Note that the monthly interest rate is .00833333 which is 10/100/12 After the second month, the value in the account becomes monthlyValue = (100 + 201.66) *(1+0.0083333) which equals 405.0 or (monthy deposit + value at the end of first month) *(1+ monthlyIntRate) After the third month the account now contains monthlyValue = (100 + 405.0) *(1+0.00833333) which equals 610.04 or (monthly deposit + value at the end of second month) *(1+ monthlyIntRate) and so on. DO NOT compute the value of the account for each month on paper and then plug it into the program. Write Java code to do all the computations.
Transcribed Image Text:Suppose you deposit the same amount of money in a bank account each month at a given yearly interest rate and you want to know the value of the account at the end of each month. Write a program that prompts the user to enter a monthly amount you deposit in the account (could contain cents) and a yearly interest (e.g., 4.25). The program will first print the values you entered for monthly deposit and yearly interest rate, followed by the six, monthly calculations showing the month number and value of the account at the end of each month (with two decimal places) up to and including the 6th month. Sample output for $200 monthly deposit and 10% interest rate: monthly deposit: 200.0 yearly interest rate: 10.0 month 1 value: 201.66 month 2 value: 405.0 month 3 value: 610.04 month 4 value: 816.79 month 5 value: 1025.26 month 6 value: 1235.47 Let's get started. Begin with using the following variables: double monthlyDeposit - the amount you put into your account each month. Read in from the keyboad double yearlylntRate – the yearly interest rate. Read in from the keyboard. double monthlylntRate – computed as yearlylntRate/100/12 The monthly interest rate is the yearly rate divided by 100 and then divided by 12. For example, a 5% interest rate is converted to .05 for calculation purposes and then .05 is divided by 12 to get a monthly rate of 0.00417. double monthlyValue - initialized to 0. Stores the current value of the account at the end of the month using the formula: monthlyValue = (monthlyDeposit + monthlyValue) * (1 + monthlylntRate); After each calculation, print the month number and monthlyValue (see sample output above). Repeat the calculation for all six months To help you see what's going on with the calculations, here are the first three. After the first month, the value of the account (initialzed to 0) becomes monthlyValue = (200 + 0)*(1+.00833333) which equals 201.66 Note that the monthly interest rate is .00833333 which is 10/100/12 After the second month, the value in the account becomes monthlyValue = (100 + 201.66) *(1+0.0083333) which equals 405.0 or (monthy deposit + value at the end of first month) *(1+ monthlyIntRate) After the third month the account now contains monthlyValue = (100 + 405.0) *(1+0.00833333) which equals 610.04 or (monthly deposit + value at the end of second month) *(1+ monthlyIntRate) and so on. DO NOT compute the value of the account for each month on paper and then plug it into the program. Write Java code to do all the computations.
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