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This is the second solution to find the length of an alpha numeric or string value, using functional interface and lambda expression without return statement. This approach uses direct String class length method.
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This is the second solution to find array triplets, with sum of any two numbers equals with any other element in the same array. This approach uses functional interface and lambda expression.
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This is the second solution to find the length of a given long integer value with help of functional interface and lambda expression. The internal logic is same that is converting long to string, and apply length method.
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This is the second solution to find the sum of digits from a given alpha numeric value by using a functional interface with single abstract method and lambda expression. Internally it uses String and Character class methods.
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This is the second solution to check whether a given string is palindrome or not. This approach uses a simple predicate with lambda expression, and uses String class methods.
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This is the first solution to check whether a given string is palindrome or not. This approach uses a simple predicate with lambda expression, and uses StringBuffer class method.
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This is the third solution to extract characters and numbers from an alpha numeric value into separate strings. This program uses the simple predicate and predicates chaining to check for characters and numbers.
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This is the second solution to find the triplets of numbers in which their sum is divisible by 9 from an array of integers. This method uses the core logic of traversing array using 3 nested for loops, add any three numbers come across in each iteration, and then uses simple predicate to verify that
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This is the second solution to find the pairs of numbers in which their sum is divisible by 9 from an array of integers. This method uses the core logic of traversing array using nested for loops, add any two numbers come across in each iteration, and then uses a simple predicate to verify that
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This is the second solution to find whether the given integer number is prime or not using a simple predicate and another core logic that no number is divisible by more than half of itself.
