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You start with an initial power of power, an initial score of 0, and a bag of tokens given as an integer array tokens, where each tokens[i] denotes the value of tokeni. Your goal is to maximize the total score by strategically playing these tokens. In one move, you can play an unplayed token in one of the two ways (but not both for the same token): Return the maximum possible score you can achieve after playing any number of tokens.
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You start with an initial power of power, an initial score of 0, and a bag of tokens given as an integer array tokens, where each tokens[i] denotes the value of tokeni. Your goal is to maximize the total score by strategically playing these tokens. In one move, you can play an unplayed token in one of the two ways (but not both for the same token): Return the maximum possible score you can achieve after playing any number of tokens.
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tokens = [100], power = 50
0
tokens = [200,100], power = 150
1
tokens = [100,200,300,400], power = 200
2
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Solve Bag of Tokens — You start with an initial power of power, an initial score of 0, and a bag of to...
Here's the optimal approach using Array:
Time: O(n) | Space: O(n)
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