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ABC104のC問題

i 問解く範囲で最大の点数を見つける、という方針で考えてみたが、 max のとり方がよくなくてうまくいっていないことがわかった。

def max_get(ts, res):
    scores = []
    flg = False
    for idx, num, bonasu in ts:
        if num <= res:
            score = bonasu + (idx * 100) * num
            scores.append((num, score))
            flg = True
        else:
            score = (idx * 100) * res
            scores.append((res, score))
    v = max(scores, key=lambda x: x[1])
    i = scores.index(v)
    return v, i, flg

このとき、 res が大きいとたとえば 300 点問題が 50 問、 500 点問題が 1 問あったときに後者のほうが効率がいい(ケースも有る)のに、前者をとってしまっている(消費した問題数の多さを考慮に入れていないため)

解説にあるように、一旦「どの点数の問題を全問正解するべきか」を決め、その後に配点の高い問題を得点に達するまで解く、という方法にしないといけない。

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