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This kind of problem is easier to solve if you assign arbitrary dates to what you are trying to figure out. For example, let's say that today is the 12th.

The "day before yesterday" would have been the 10th.

For the 10th to have been referred to as the day after tomorrow, you would have had to been talking about the 10th on the 8th.

If you were talking about the 10th on the 8th, then "yesterday" would have been the 7th.

So, "when the day before yesterday (the 10th) was referred to as the day after tomorrow (on the 8th) the day that was then called yesterday (the 7th)" was five days away from "today (the 12th)." This means that "next Saturday" must also be five days away from "today (the 12th)."

The day of the week that is five days before a Saturday is a Monday. So, the "today" referenced in this word-problem is a Monday.

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13y ago

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