In the realm of programming, situations often arise where you need to generate all possible combinations of elements from multiple arrays. Consider the following scenario: you possess three arrays, denoted as $arrayA, $arrayB, and $arrayC, comprising elements ['A1', 'A2', 'A3'], ['B1', 'B2', 'B3'], and ['C1', 'C2'], respectively. Your objective is to generate an array that contains all possible combinations of these elements.
The solution to this challenge lies in a recursive approach. The combinations() function takes an array of arrays as its input and an optional parameter $i representing the current index in the array. When $i reaches the length of the array, the function returns an empty array, serving as the base case for the recursion. Otherwise, it proceeds to compute combinations from the subsequent arrays, denoted by $tmp.
Next, the function initializes an empty array $result and iterates through the current array, represented by $arrays[$i]. For each element $v in this array, the function loops through $tmp, concatenating each array from $tmp with $v. The resulting combinations are stored in the $result array.
Finally, the function returns the $result array, which contains all possible combinations of elements from the input arrays. By invoking the combinations() function with the appropriate arrays, you can generate all desired combinations efficiently.
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