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Oracle

1Z0-809 · Question #116

Given the code fragment: List<Integer> nums = Arrays.asList( 10, 20, 8); System.out.println ( // line n1 ); Which code fragment must be inserted at line n1 to enable the code to print the maximum…

The correct answer is A. nums.stream().max(Comparator.comparing(a -> a)).get(). Option A works because Stream.max() requires a Comparator argument, and Comparator.comparing(a -> a) creates a valid natural-order comparator by using the identity function as the key extractor - it compares each Integer by its own value, correctly returning Optional<Integer>…

Question

Given the code fragment: List<Integer> nums = Arrays.asList( 10, 20, 8); System.out.println ( // line n1 ); Which code fragment must be inserted at line n1 to enable the code to print the maximum number in the nums list?

Options

  • Anums.stream().max(Comparator.comparing(a -> a)).get()
  • Bnums.stream().max(Integer :: max).get()
  • Cnums.stream().max()
  • Dnums.stream().map(a -> a).max()

How the community answered

(25 responses)
  • A
    84% (21)
  • B
    4% (1)
  • C
    8% (2)
  • D
    4% (1)

Explanation

Option A works because Stream.max() requires a Comparator argument, and Comparator.comparing(a -> a) creates a valid natural-order comparator by using the identity function as the key extractor - it compares each Integer by its own value, correctly returning Optional<Integer> which .get() unwraps to 20.

Option B compiles but violates the Comparator contract: Integer::max(a, b) always returns the larger value (always positive), so it never returns a negative number - meaning the comparator can never signal "less than," making the result unreliable.

Options C and D both fail to compile: Stream.max() has no zero-argument overload, so calling .max() without a Comparator is a compilation error regardless of what precedes it.

Memory tip: max() on a stream is not like Math.max() - it can't compare on its own and always needs a Comparator. When in doubt, reach for Comparator.comparing(...) or Comparator.naturalOrder() as safe, readable choices.

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