## Question

Sample Run:

Day Amount Owed

--- -----------

1 0.01

2 0.02 3 0.04 ...

64 92233720368547760.00

On day 27 the king paid a total of one million dollars

2. Carbon-14 dating is a common technique for measuring the approximate age of matter that was once living. The formula for measuring time base on Carbon-14 decay is t = (T / ln(2) * ln(1 + D / P)) where T is the half-life of Carbon-14 (5730 years), ln(2) is natural logarithm of 2, D is the amount of carbon-14 fund in a given dead sample, and P is the amount of Carbon-14 in a living specimen today. Write a C# program that asks the user input the value of D/P (such as 0.5) for a given sample and outputs the approximate age of the sample in years. Use a named constant and a method in the problem. Output the result to two decimal places.

Sample Run:

This program calculates the age of a dead sample based on the ratio of Carbon 14 in a dead sample.

Enter the ratio D/P: .05

Given a D/P ratio of 0.05 for C14, the age of the sample is 403.33 years.

3. If a number is the only number between a prime number and a square number it is beprisque. Write a C# program that that asks to the user to check to see if the number entered is beprisque or not. Check for numbers between 1 and 10000 only. The first 10 beprisque numbers are: 1, 2, 3, 8, 10, 24, 48, 80, 82, 168. The values must not be hardcoded. Output should look similar to below.

Sample Runs:

Enter a number: 24

24 is a beprisque number.

Enter a number: 300

300 is not a beprisque number.

## Solution Preview

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class Beprisque{

static void Main(string[] args)

{

Console.Write("Enter a number: ");

string line = Console.ReadLine();

int number;

if (int.TryParse(line, out number)) // Try to parse the string as an integer

{

int left = number - 1;

int right = number + 1;

if (isPrime(left) && isSquare(right) ||

isPrime(right) && isSquare(left))

{

Console.WriteLine("{0} is a beprisque number.", number);

}

else

{

Console.WriteLine("{0} is not a beprisque number.", number);

}

}

else

{

Console.WriteLine("Invalid number");

}

}...

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Solution.zip.