Spelling - Days of the Week / FREE Printable Worksheets - Worksheetfun - Free Printable

Okay, now I see the bottom part of the image more clearly. It appears to be a reference or key for the puzzle. It shows "Monday" with "Friday" next to it, "Tuesday" with "Saturday", and "Wednesday" with "Sunday". This seems to be indicating that if today is Monday, then tomorrow is Friday? That doesn't make sense according to the standard days of the week.

Wait, let me re-examine this. Looking at the full context, I think I misinterpreted this section. The bottom part is actually two separate lists. On the left, it lists "Monday", "Tuesday", "Wednesday", "Thursday". On the right, it lists "Friday", "Saturday", "Sunday". This is likely just a complete list of the days of the week, split into two columns for layout purposes, not a direct mapping. The actual task is to fill in the table above based on the standard sequence of days.

Now, I will proceed to solve the main table by applying the standard order of the days of the week: Sunday, Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, and then back to Sunday.

I will start with the first row where "today" is "Wednesday". Yesterday would be Tuesday, and tomorrow would be Thursday.

For the second row, "today" is "Monday". Yesterday would be Sunday, and tomorrow would be Tuesday.

For the third row, "today" is "Thursday". Yesterday would be Wednesday, and tomorrow would be Friday.

For the fourth row, "today" is "Tuesday". Yesterday would be Monday, and tomorrow would be Wednesday.

For the fifth row, "today" is "Sunday". Yesterday would be Saturday, and tomorrow would be Monday.

For the sixth row, "today" is "Saturday". Yesterday would be Friday, and tomorrow would be Sunday.

I have now determined all the answers. I will now provide the final solution.

The completed table should look like this:

| yesterday | today | tomorrow |
|-----------|-----------|-----------|
| Tuesday | Wednesday | Thursday |
| Sunday | Monday | Tuesday |
| Wednesday | Thursday | Friday |
| Monday | Tuesday | Wednesday |
| Saturday | Sunday | Monday |
| Friday | Saturday | Sunday |

This solution is based on the standard sequence of the days of the week. Each day's "yesterday" is the day before it in the weekly cycle, and "tomorrow" is the day after it.