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Bunuel
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Bunuel
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horrorslive
Bunuel doesnt it mean from the first statement that p=s. Since Nora orders as many brochures as Eli ordered standard flyers?
So shouldn't each statement alone be sufficient?

Statement (1) does not say that Nora actually ordered the same number of brochures as Eli ordered flyers.

It says that if Nora had ordered that quantity, her order would have cost $45 more. So this is a hypothetical situation based on Eli’s quantity, not a statement that \(p = s\).

That is why statement (1) determines Eli’s quantity, but not Nora’s actual quantity.
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does the second one also not say 'had ordered'?
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okgmat
does the second one also not say 'had ordered'?


Yes, statement (2) also says “had ordered,” but the hypothetical is different.

In statement (1), Nora’s hypothetical quantity is Eli’s quantity, so it tells us about Eli’s order, not Nora’s actual order.

In statement (2), Nora’s quantity stays the same as her actual quantity. Only the item type changes. So it directly tells us Nora’s actual number of brochures.

That is why statement (2) is sufficient.
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