其中出售数量为 \( \frac{200}{p} \)，价格为 \( p \)，总卖出金额为：
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- \[ \frac{1000}{p} - \frac{800}{p} = \frac{200}{p} \text{ shares} \]
- \[ \frac{200}{p} \times p = 200 \text{ dollars} \]
- \[ \text{卖出金额} = \text{出售数量} \times \text{出售价格} \]
- 但题目问的是最初卖出的是多少美元，即初始股票售价是否为1000美元的25%上涨后的一部分？
- 设初始买入为1000美元，价格 \( p = 1000 / n \)，售出部分发现剩余价值800美元，因此卖出部分价格为：
- \[ \frac{800}{n_{\text{rem}}} \]
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