Which statement is true about alpha-split lower bounds?

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Multiple Choice

Which statement is true about alpha-split lower bounds?

In alpha-split lower bounds, you identify accounts based on a minimum threshold set by the bound. A shorter bound means a lower threshold, so more accounts will meet or exceed that threshold and be captured by the split. For example, if the lower bound is 0.2, any account with alpha 0.2 or higher is caught; if the bound were raised to 0.5, only accounts with 0.5 or higher would be caught, reducing the total. Since making the bound shorter expands inclusion, it catches more accounts. Bound length does affect how many accounts are included, so claiming no effect isn’t accurate.

In alpha-split lower bounds, you identify accounts based on a minimum threshold set by the bound. A shorter bound means a lower threshold, so more accounts will meet or exceed that threshold and be captured by the split. For example, if the lower bound is 0.2, any account with alpha 0.2 or higher is caught; if the bound were raised to 0.5, only accounts with 0.5 or higher would be caught, reducing the total. Since making the bound shorter expands inclusion, it catches more accounts. Bound length does affect how many accounts are included, so claiming no effect isn’t accurate.

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