Statistics

Problem Statement

Definition

Class:

MixedUpPrimes

Method:

findPrimes

Parameters:

int[]

Returns:

int[]

Method signature:

int[] findPrimes(int[] values)

(be sure your method is public)

Notes

• The division operator truncates its results. For example, 8/5 = 1.
• The given numbers cannot be concatenated. For example, 8 and 5 cannot be combined to form 85.

Constraints

• values will contain between 1 and 6 elements, inclusive.
• Each element of values will be between 1 and 30, inclusive.

Examples

1. {1,2}

   Returns: {2, 3 }

   We get 2 using 2*1. We get 3 using 2+1.

2. {1,2,3}

   Returns: {2, 7 }

   Here we use 3-2+1=2 and 3*2+1 = 7.

3. {1,2,3,4,5,6}

   Returns: {2, 719 }

4. {2,3,5,7,11,13}

   Returns: {2, 15017 }

5. {2,13,19,29,23,7}

   Returns: {2, 1153241 }

6. {4,9,15,22,30,3}

   Returns: {2, 89501 }

7. {1,1,3,10,12,28}

   Returns: {2, 13441 }

8. {28,30,20,23,22,23}

   Returns: {2, 756023 }

9. {23,29,1,29,20,5}

   Returns: {2, 1934299 }

10. {22,3,12,29,4,17}

    Returns: {2, 173539 }

11. {1,3,10,4,29,18}

    Returns: {2, 62639 }

12. {10,11,23,5,8,25}

    Returns: {2, 110023 }

13. {28,10,3,11,16,14}

    Returns: {2, 689917 }

14. {10,4,23,9,9,17}

    Returns: {2, 55103 }

15. {11,13,17,11,17,5}

    Returns: {2, 60101 }

16. {15,23,12,8,28,13}

    Returns: {2, 927373 }

17. {6,15,8,24,10,2}

    Returns: {2, 11551 }

18. {11,7,27,21,11,1}

    Returns: {2, 87317 }

19. {16,12,4,14,22,28}

    Returns: {2, 75269 }

20. {1,23,10,7,30,28}

    Returns: {2, 328439 }

21. {23,6,28,23,4,15}

    Returns: {2, 91463 }

22. {3,20,15,30,29,10}

    Returns: {2, 270029 }

23. {19,15,29,4,26,26}

    Returns: {2, 1489889 }

24. {3,1,6,30,3,15}

    Returns: {2, 12149 }

25. {10,24,8,2,30,20}

    Returns: {2, 15601 }

26. {27,20,8,7,21,16}

    Returns: {2, 185767 }

27. {13,8,12,16,29,14}

    Returns: {2, 279523 }

28. {26,7,10,7,7,24}

    Returns: {2, 36809 }

29. {3,16,4,8,13,9}

    Returns: {2, 15331 }

30. {27,5,11,10,15,11}

    Returns: {2, 64811 }

31. {19,15,1,21,8,19}

    Returns: {2, 113723 }

32. {1,10,23,15,14,25}

    Returns: {2, 1207501 }

33. {24,7,14,11,16,12}

    Returns: {2, 109831 }

34. {26,6,13,1,8,13}

    Returns: {2, 210913 }

35. {22,9,4,15,2,17}

    Returns: {2, 25423 }

36. {17,7,6,22,22,16}

    Returns: {2, 325231 }

37. {2,2,2,2,2,2}

    Returns: {2, 17 }

38. {8}

    Returns: { }

39. {13,9,7,20,4}

    Returns: {2, 3373 }

40. {13,9,7,20}

    Returns: {2, 2347 }

41. {30,30,30,30,30,30}

    Returns: {2, 54001 }

42. {30,30,30,30,30,1}

    Returns: {2, 1620001 }

43. {2, 3, 5, 7, 11, 13 }

    Returns: {2, 15017 }

44. {1, 2, 3, 4, 5, 6 }

    Returns: {2, 719 }

45. {30, 29, 28, 27, 26, 25 }

    Returns: {2, 14742029 }

46. {9, 11, 15, 21, 25, 30 }

    Returns: {2, 378011 }

47. {1, 2 }

    Returns: {2, 3 }

48. {30, 29, 17, 28, 30, 27 }

    Returns: {2, 19731617 }

49. {30, 29, 27, 26, 29, 30 }

    Returns: {2, 1336529 }

50. {2 }

    Returns: {2, 2 }

51. {1, 2, 3, 4 }

    Returns: {2, 23 }

52. {10, 12, 14, 16, 19, 30 }

    Returns: {2, 806381 }

53. {4 }

    Returns: { }

54. {6, 2 }

    Returns: {3, 3 }

55. {20, 22 }

    Returns: {2, 2 }