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public class Recurrences { //Implements the basic laws of positive exponents over the integers. Note: for this implementation, anything to the 0- power is 1.

public class Recurrences {

//Implements the basic laws of positive exponents over the integers. Note: for this implementation, anything to the 0- power is 1.

For example: 0^0 = 1. But 0^1 = 0.

public static int power( int base, int exponent ) {

throw new UnsupportedOperationException();

}

//pmod stands for pseudo-mod. The real modulus function needs to deal with negative integers, but this one assumes positive integers only. The modulus operator, from our perspective, looks just like the % (remainder) operator in Java except that you're implementing it recursively, and you will use it to implement the gcd function, which is defined imme- diately after this one. For example: pmod(4, 2) = 0, but pmod(4, 3) = 1, etc. You should look up "modulus" and/or review the definition of the "%" operator in Java for clarification.

public static int pmod( int a, int modulus ) {

throw new UnsupportedOperationException();

}

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