Chapter 7, Problem 22P

To determine

(a)

A user-defined function that finds all the prime numbers between two numbers $m$ and $n$ by using $\text{pr}=\text{prime}\left(\text{m,n}\right)$ as function name and arguments, such that if $m>n$ is entered when the function is called,the error message "The value of $n$ must be larger than the value of $m$ ." is displayed. If a negative number or a number that is not an integer is entered when the function is called, the error message "The input argument must be a positive integer." is displayed;the prime number between $12$ and $80$ using the above function.

To determine

(b)

A user-defined function that finds all the prime numbers between two numbers $m$ and $n$ by using $\text{pr}=\text{prime}\left(\text{m,n}\right)$ as function name and arguments, such that if $m>n$ is entered when the function is called,the error message "The value of $n$ must be larger than the value of $m$ ." is displayed. If a negative number or a number that is not an integer is entered when the function is called, the error message "The input argument must be a positive integer." is displayed;the prime number between $21$ and $63.5$ using the above function.

To determine

(c)

A user-defined function that finds all the prime numbers between two numbers $m$ and $n$ by using $\text{pr}=\text{prime}\left(\text{m,n}\right)$ as function name and arguments, such that if $m>n$ is entered when the function is called,the error message "The value of $n$ must be larger than the value of $m$ ." is displayed. If a negative number or a number that is not an integer is entered when the function is called, the error message "The input argument must be a positive integer." is displayed;the prime number between $100$ and $200$ using the above function.

To determine

(d)

A user-defined function that finds all the prime numbers between two numbers $m$ and $n$ by using $\text{pr}=\text{prime}\left(\text{m,n}\right)$ as function name and arguments, such that if $m>n$ is entered when the function is called,the error message "The value of $n$ must be larger than the value of $m$ ." is displayed. If a negative number or a number that is not an integer is entered when the function is called, the error message "The input argument must be a positive integer." is displayed;the prime number between $90$ and $50$ using the above function.