Question: Which XXX completes the Java partition() method used by quicksort? if (numbers [ low ]> numbers[high ] ) if (numbers [ low ]= high) if

![(numbers [ low ]> numbers[high ] ) if (numbers [ low ]=](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2024/09/66f2c702014e4_68966f2c7018ab4a.jpg)


![k ) \{ if (XXX) return numbers[first] lowLastIndex = Partition(numbers, first, last)](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2024/09/66f2c7040d87d_69166f2c7039f8dd.jpg)

![\{ maxDigits =0 for ( i=0;i>= listSize; i++){ digitCount = FindLen(list0fAges [i])](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2024/09/66f2c70551e9c_69266f2c704def47.jpg)
Which XXX completes the Java partition() method used by quicksort? if (numbers [ low ]> numbers[high ] ) if (numbers [ low ]= high) if (low j=j+1 j=j1 j=j+gap j=j - gap; Which XXX would replace the missing statement in the given quickselect algorithm? Quickselect(numbers, first, last, k ) \{ if (XXX) return numbers[first] lowLastIndex = Partition(numbers, first, last) if ( k maxDigits) maxDigits = digitCount \} return maxDigits FindMaxLen(list0fAges, listSize) \{ maxDigits =0 for ( i=0;i>= listSize; i++){ digitCount = FindLen(list0fAges [i]) if (digitCount maxDigits = digitCount return maxDigits \} FindMaxLen(list0fAges, listSize) \{ maxDigits =0 for (i=0;i maxDigits) maxDigits = digitCount ? return maxDigits FindMaxLen(listOfAges, listSize) \{ maxDigits =0 for ( i=0;i>= listSize; i++){ digitCount = FindMaxLen(list0fAges [i]) if (digitCount > maxDigits) maxDigits = digitCount return maxDigits
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