Problem Statement
You are given a
Definition
- Class:
- OneFight
- Method:
- monsterKilling
- Parameters:
- int[], int[], int
- Returns:
- int
- Method signature:
- int monsterKilling(int[] life, int[] damage, int yourDamage)
- (be sure your method is public)
Constraints
- life will have between 1 and 10 elements, inclusive.
- life and damage will have the same number of elements.
- All elements of life will be between 1 and 100, inclusive.
- All elements of damage will be between 0 and 100, inclusive.
- yourDamage will be between 1 and 100, inclusive.
Examples
{3}
{10}
2
Returns: 21
You must hit the monster twice. You lose 20 life points in the fight. Since you must have at least 1 life point remaining, the answer is 21.
{5,1}
{5,3}
3
Returns: 19
If you kill the first monster and then the second one, you will lose (3+5) + (3+5) + 3 = 19 life points. If you kill the second monster and then first one, you will lose (3+5) + 5 + 5 = 18 life points. You choose the latter option.
{1,5}
{3,5}
3
Returns: 19
{5,5,5,5,5,5,5,5,5,5}
{10,20,30,40,50,60,70,80,90,100}
100
Returns: 2201
Kill all the monsters in reverse order from last to first.
{6,34,21,79,31,5,8,23,9,100}
{1,65,95,32,48,9,3,13,100,4}
4
Returns: 6554
{2,3,4}
{1,1,0}
3
Returns: 4
{1,2,3,4,5}
{0,0,0,2,1}
1
Returns: 18
{100,100,100,100,100,100,100,100,100,100}
{100,100,100,100,100,100,100,100,100,100}
1
Returns: 550001
{20,5,21,29,37,84}
{81,47,22,88,54,19}
61
Returns: 844
{40,64,28,81,97,17,49,85,18,29}
{5,45,96,51,97,97,76,54,16,51}
9
Returns: 12917
{16}
{99}
27
Returns: 100
{46,33,20,5}
{12,0,82,52}
86
Returns: 223
{58,2,34,64,100}
{45,89,63,28,41}
64
Returns: 709
{45,71,64,35,46,16,78,19,44,24}
{35,22,74,74,57,28,63,78,56,98}
75
Returns: 2728
{49,26,74,62,82,84}
{55,35,97,32,40,64}
89
Returns: 918
{36,64,15,89,5,67,67,27,6,47}
{27,35,79,14,50,94,3,30,56,68}
49
Returns: 2134
{17,60}
{91,84}
75
Returns: 260
{75,75,37,22,34,20,8,3,7}
{42,83,35,0,49,95,66,5,21}
93
Returns: 1263
{52,62,5,29,63}
{83,92,69,46,40}
14
Returns: 2723
{34,28,63}
{1,50,11}
27
Returns: 163
{77,65,86,59,50,17,71,66,93,38}
{23,30,78,24,36,95,79,65,68,5}
39
Returns: 3893
{68,8,83,29,39,76,42}
{22,29,56,64,81,45,27}
44
Returns: 1319
{7,71,67,87,96,11,93,59,77,95}
{87,100,72,85,85,43,34,4,61,68}
52
Returns: 4756
{22,95,66,8,50,68}
{94,94,74,23,90,13}
32
Returns: 1994
{77,8,56,60,46,5,4,58}
{93,45,1,39,44,68,87,17}
100
Returns: 1233
{51,28,72,24}
{37,38,28,26}
36
Returns: 407
{49,26,69,90,49,17,83,82}
{49,47,73,43,85,40,10,46}
73
Returns: 1586
{52,33,97,59,44}
{81,74,24,58,37}
10
Returns: 3556
{25,2}
{51,27}
34
Returns: 106
{6}
{3}
37
Returns: 4
{83,88,63,91}
{65,49,32,58}
30
Returns: 1486
{28,51,70,58,66,69,89,73,71,43}
{63,84,37,87,3,41,60,73,59,4}
35
Returns: 4275
{32,38,72,71,16,68,90,78,67,45}
{61,95,61,27,35,64,18,80,59,64}
77
Returns: 2760
{74,10,51,79,59,33}
{31,24,45,75,70,55}
21
Returns: 2465
{83,14,7,16,74,38,75,66,28}
{33,19,100,59,99,34,44,3,77}
33
Returns: 2539
{79,52,16,3,61,42}
{87,74,60,41,60,66}
78
Returns: 1436
{12,91,80}
{6,68,52}
37
Returns: 559
{40,63}
{91,30}
35
Returns: 303
{62,30,18,31,9,65}
{93,88,100,0,31,29}
55
Returns: 1007
{66,83,72,61,31}
{27,53,79,18,21}
74
Returns: 559
{67,1,86,20,24,19,31,6}
{31,31,4,17,31,71,12,19}
1
Returns: 11965
{94,59,40,36,6}
{97,93,61,0,78}
78
Returns: 918
{37,88,26}
{19,5,57}
93
Returns: 111
{58,18,79,74,68,7,47}
{23,81,85,70,72,9,20}
12
Returns: 5031
{81,33,31,34,68,21}
{76,4,37,8,90,80}
100
Returns: 691
{60,67,50,100,67,79,39,24}
{32,95,99,56,64,33,19,14}
37
Returns: 2805
{63,89}
{74,94}
41
Returns: 619
{19,70,2}
{52,87,2}
6
Returns: 1635
{68,38,83,5,4,74,99}
{53,57,19,73,60,61,2}
32
Returns: 1660
{98,99,83,4,60,99,44}
{92,89,23,70,5,94,66}
52
Returns: 2133
{87,16,92,9,99}
{97,64,78,66,15}
27
Returns: 1767
{90,10,45,60,3,51,36,36,21,15}
{40,32,46,51,96,28,42,5,56,94}
15
Returns: 3928
{80,6,64,90,95,76,84,81}
{95,28,30,45,44,4,88,31}
79
Returns: 2085
{96,14,33,45,26,16,48}
{50,10,15,23,20,75,16}
12
Returns: 2228
{12,6}
{87,17}
7
Returns: 226
{30,2,15,58,7,69,14,37,35,96}
{22,77,61,23,40,69,8,67,34,46}
50
Returns: 2221
{18,83,17,60,56,4,76,71,12,35}
{94,22,26,51,95,63,70,98,91,43}
43
Returns: 3944
{9,59,78,42,75,52,97,9,18,14}
{19,44,90,7,13,52,38,100,52,37}
67
Returns: 2112
{10, 11 }
{18, 20 }
10
Returns: 79
{3,5,6}
{3,4,5}
3
Returns: 39
{6, 34, 21, 79, 31, 5, 8, 23, 9, 100 }
{1, 65, 95, 32, 48, 9, 3, 13, 100, 4 }
4
Returns: 6554
{5, 1 }
{5, 3 }
3
Returns: 19
{100, 6, 34, 21, 79, 31, 5, 8, 23, 9 }
{1, 65, 32, 48, 95, 4, 9, 13, 3, 100 }
4
Returns: 6646
{12, 15, 99, 13, 98 }
{1, 1, 1, 90, 1 }
1
Returns: 1611
{100, 100, 100, 100, 100, 100, 100, 100, 100, 100 }
{100, 100, 100, 100, 100, 100, 100, 100, 100, 100 }
1
Returns: 550001
{100, 95, 91, 99, 92, 93, 98, 97, 94, 96 }
{100, 99, 98, 97, 96, 95, 94, 93, 92, 91 }
1
Returns: 491152
{1, 99 }
{1, 2 }
2
Returns: 104
{5, 5, 5, 100 }
{100, 100, 100, 10 }
5
Returns: 831
{100, 100, 100, 100, 100, 100, 100, 100, 100, 100 }
{100, 100, 100, 100, 100, 100, 100, 100, 100, 100 }
7
Returns: 82501
{1, 100 }
{10, 20 }
100
Returns: 41
{1, 5, 10 }
{5, 5, 19 }
4
Returns: 108
{8, 15 }
{1, 2 }
1
Returns: 54
{99, 1 }
{99, 50 }
99
Returns: 200