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Problem

Submissions

NINJA AND HAPPINESS

Contributed by

Abhishek Gupta

Hard

0/120

Avg time to solve 45 mins

Success Rate 40 %

0 upvotes

Problem Statement

Ninja and his girlfriend were getting married. Ninja’s father invited the ninja and his girlfriend to give blessings. Father has 2 blessings. Each blessing is in the form of a string consisting of lowercase characters(a-z) only.

But he can give only one blessing of ‘K’ length because some priest told him to do so. Thus he decides to generate a blessing using the other two blessings. While doing this, he wants to ensure that happiness brought into their life by his blessing is maximum.

The generated blessing is a common subsequence of length ‘K’ of the two blessings he has.

Happiness of the blessing he generates is calculated by the sum of ASCII values of characters in the blessing, and he wants the happiness to be maximum.

If he is not able to generate a common subsequence of length K, then the happiness is 0 (zero).

Ninja’s father comes to you and asks you to find the maximum happiness that can be generated by the two blessings he has.

Example: l

Input: ‘BLESSING1’ = “asdf”  ‘BLESSING2’ = “asdf”  ‘K’ = 3

Output: 317

The optimal strategy would be
To have the blessing as “sdf” which results in the total happiness of 115+100+102 = 317.

Detailed explanation ( Input/output format, Notes, Constraints, Images )

Input Format :

The first line consists of a number of test cases ‘T’.
The first line of each test case contains the string ‘BLESSING1’.
The second line of each test case contains the string ‘BLESSING2’.
The third line of each test case contains the length of common Subsequence 'K'.

Output format :

The output consists of ‘T’ lines, each containing an integer that denotes the maximum happiness value the two blessings can generate.

Note :

You don't need to print anything. It has already been taken care of. Just implement the given function.

Constraints :

1 <= T <= 10    
1 <= length(BLESSING1), length(BLESSING2) <= 100

Time Limit: 1 sec

Sample Input 1 :

2    
asdf
asdf
3
anandi
jagya
3

Sample Output 1 :

317
0

Explanation Of Sample Input 1 :

For the first test case:-
The optimal strategy would be
To have the blessing as “sdf” which results in the total happiness of 115+100+102 = 317.

For the second test case:-
No common subsequence of length 3 is possible hence, the result is 0.

Sample Input 2 :

2
axyz
yaxz
2
aaaaaazzzz
zzzzaaaaaa
4

Sample Output 2 :

243
488

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