BiPredicateTest $(30)$

Using the BiPredicate interface implement the following logical expression and demonstrate it$.$

In main create a BiPredicate called biPred that accepts two Integers and returns true if the first value is greater than $2.$

Create a loop that tests going from $1$ to $4$ with an inner loop to test y from $1$ to $4$ inclusive

Call resultBi with a chained Predicate consisting of be $($biPred and $($y $<$ x$))$negated and the two values x and y$.$ Note that negate is applied to the entire chained predicate

Test for all combination from $1$ to $4$ inclusive.

The method resultBi accepts a BiPredicate and two values, all of type T$.$

Use the test method of the predicate and print out the results below.

Sample output:

The BiPredicate is true for values $1$ and $1$

The BiPredicate is true for values $1$ and $2$

The BiPredicate is true for values $1$ and $3$

The BiPredicate is true for values $1$ and $4$

The BiPredicate is true for values $2$ and $1$

The BiPredicate is true for values $2$ and $2$

The BiPredicate is true for values $2$ and $3$

The BiPredicate is true for values $2$ and $4$

The BiPredicate is false for values $3$ and $1$

The BiPredicate is false for values $3$ and $2$

The BiPredicate is true for values $3$ and $3$

The BiPredicate is true for values $3$ and $4$

The BiPredicate is false for values $4$ and $1$

The BiPredicate is false for values $4$ and $2$

The BiPredicate is false for values $4$ and $3$

The BiPredicate is true for values $4$ and $4$

Using Predicate:

public static void result$($Predicate p$,$ T arg$)$

$\{$

if $($p$.$test$($arg$))$

System.out.printf$("$The Predicate is true for $\%$s

$",$ arg$)$;

else

System.out.printf$("$The Predicate is false for $\%$s

$",$ arg$)$;

$\}$