C++ Fix this code so that it displays in the format like the image shown where the principal and rate should have a fixed precision of 2 for each of the five percentages 5%,6%,7%,8%,9%,10%. The amount of the deposit should not have the fixed precision and should remain in the decimal format.   #include #include #include using namespace std; int main() { double principal{ 1000 }; double rate{ 0.05 }; for (rate; rate <= 0.10; rate += 0.01) { cout << "" << endl; cout << "Initial principal: " << principal << endl; cout << "Interest Rate: " << rate * 100 << "%" << endl; cout << setw(4) << "Year" << setw(20) << "Amount on deposit" << endl; for (unsigned int year{ 1 }; year <= 10; year++) { double amount = principal * pow(1.0 + rate, year); cout << setw(4) << year << setw(20) << amount << endl; } } }

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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C++

Fix this code so that it displays in the format like the image shown where the principal and rate should have a fixed precision of 2 for each of the five percentages 5%,6%,7%,8%,9%,10%. The amount of the deposit should not have the fixed precision and should remain in the decimal format.

 

#include <iostream>
#include <iomanip>
#include <cmath>
using namespace std;

int main()
{

double principal{ 1000 };
double rate{ 0.05 };

for (rate; rate <= 0.10; rate += 0.01) {
cout << "" << endl;
cout << "Initial principal: " << principal << endl;
cout << "Interest Rate: " << rate * 100 << "%" << endl;
cout << setw(4) << "Year" << setw(20) << "Amount on deposit" << endl;
for (unsigned int year{ 1 }; year <= 10; year++) {
double amount = principal * pow(1.0 + rate, year);

cout << setw(4) << year << setw(20) << amount << endl;

}
}
}

**Investment Growth Over Time**

The following table illustrates the growth of a deposit over a period of 10 years, with an initial principal of $1000 and an annual interest rate of 12%.

| **Year** | **Amount on Deposit** |
|----------|-----------------------|
| 1        | $1120.00              |
| 2        | $1254.40              |
| 3        | $1404.93              |
| 4        | $1573.52              |
| 5        | $1762.34              |
| 6        | $1973.82              |
| 7        | $2210.68              |
| 8        | $2475.96              |
| 9        | $2773.08              |
| 10       | $3105.85              |

**Explanation:**

- **Principal**: The initial amount of money deposited, which is $1000.
- **Rate**: The annual interest rate applied to the deposit, which is 12%.

Over the 10-year period, the deposit grows due to the effect of compound interest, significantly increasing the amount on deposit by the end of the period.
Transcribed Image Text:**Investment Growth Over Time** The following table illustrates the growth of a deposit over a period of 10 years, with an initial principal of $1000 and an annual interest rate of 12%. | **Year** | **Amount on Deposit** | |----------|-----------------------| | 1 | $1120.00 | | 2 | $1254.40 | | 3 | $1404.93 | | 4 | $1573.52 | | 5 | $1762.34 | | 6 | $1973.82 | | 7 | $2210.68 | | 8 | $2475.96 | | 9 | $2773.08 | | 10 | $3105.85 | **Explanation:** - **Principal**: The initial amount of money deposited, which is $1000. - **Rate**: The annual interest rate applied to the deposit, which is 12%. Over the 10-year period, the deposit grows due to the effect of compound interest, significantly increasing the amount on deposit by the end of the period.
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