free esl printable worksheets grade 4 - Free Printable

Let's solve the crossword puzzle step by step using Sam’s Schedule provided at the bottom of the worksheet.

---

🔍 Step 1: Understand the clues

We are to fill in the crossword with days of the week, based on Sam’s weekly activities.

Here is Sam’s Schedule:

| Monday | Tuesday | Wednesday | Thursday | Friday | Saturday | Sunday |
|------------|---------------|----------------|---------------|---------------|------------------|------------------|
| goes to school | studies English | plays football | studies Math | studies art | goes to the park | does her homework |

Now, let’s go through each clue and match it to the correct day.

---

✔ Across Clues

#### 2. Sam studies Art on ________ (week day 5).
- "Week day 5" = Friday
- From schedule: Friday → studies art
✔ Answer: Friday

#### 3. Sam studies Math on ________ (week day 4).
- "Week day 4" = Thursday
- From schedule: Thursday → studies Math
✔ Answer: Thursday

#### 4. On ________ (week day 3) Sam plays football.
- "Week day 3" = Wednesday
- From schedule: Wednesday → plays football
✔ Answer: Wednesday

#### 5. Sam goes to school on ________ (week day 1).
- "Week day 1" = Monday
- From schedule: Monday → goes to school
✔ Answer: Monday

#### 6. Sam does her homework on ________ (week day 7).
- "Week day 7" = Sunday
- From schedule: Sunday → does her homework
✔ Answer: Sunday

---

✔ Down Clues

#### 1. On ________ (week day 6) she goes to the park.
- "Week day 6" = Saturday
- From schedule: Saturday → goes to the park
✔ Answer: Saturday

#### 3. Sam studies English on ________ (week day 2).
- "Week day 2" = Tuesday
- From schedule: Tuesday → studies English
✔ Answer: Tuesday

---

🧩 Now, let’s fill in the crossword grid

We have:

- Across
- 2: Friday (6 letters)
- 3: Thursday (8 letters)
- 4: Wednesday (9 letters)
- 5: Monday (6 letters)
- 6: Sunday (6 letters)

- Down
- 1: Saturday (8 letters)
- 3: Tuesday (7 letters)

Let’s map this to the grid.

But first, let’s understand the grid structure.

The grid has:
- 1: Single box (probably for a letter shared between down and across)
- 2: 6-letter word → Friday
- 3: 8-letter word → Thursday
- 4: 9-letter word → Wednesday
- 5: 6-letter word → Monday
- 6: 6-letter word → Sunday

Also:
- Down 1: 8-letter word → Saturday
- Down 3: 7-letter word → Tuesday

Let’s place them logically.

---

🔤 Grid Analysis

Let’s label the grid positions:

```
1
2 □ □ □ □ □ □
□
3 □ □ □ □ □ □ □ □
□
4 □ □ □ □ □ □ □ □ □
□
5 □ □ □ □ □ □
□
6 □ □ □ □ □ □ □
```

But better to think in terms of intersections.

Let’s write the answers:

- Across 2: Friday → F R I D A Y
- Across 3: Thursday → T H U R S D A Y
- Across 4: Wednesday → W E D N E S D A Y
- Across 5: Monday → M O N D A Y
- Across 6: Sunday → S U N D A Y

- Down 1: Saturday → S A T U R D A Y
- Down 3: Tuesday → T U E S D A Y

Now, let’s check overlaps.

---

🔗 Check Intersections

Let’s look at Down 1 (Saturday): starts from top, goes down.

It must intersect with:
- Across 2 (Friday) → second letter of Friday is ‘R’
- But Saturday starts with ‘S’, so Down 1 must be Saturday, which starts at position 1.

So:
- Down 1: S A T U R D A Y

This means:
- The first letter of Across 2 (Friday) is F, but Down 1 starts with S — conflict?

Wait! Let's re-express.

Actually, looking at the grid:

- Down 1 is a vertical word starting at the top (position 1), going down.
- It intersects with Across 2 (which is horizontal, 6 letters), so the first letter of Across 2 must be the same as the first letter of Down 1.

But Across 2 is Friday, which starts with F.

Down 1 is Saturday, which starts with S.

Conflict!

Wait — maybe we made a mistake.

Let’s double-check.

Wait — Down 1 says: "On ________ (week day 6) she goes to the park."

Week day 6 = Saturday → correct.

But if Down 1 is Saturday, then its first letter is S.

But Across 2 is Friday, which starts with F.

They share the same cell (top-left corner), so that letter must be both F and S — impossible.

Ah! So our assumption about the grid layout might be wrong.

Let’s analyze the grid shape carefully.

Looking at the image:

- There’s a single square labeled 1 at the top.
- Then:
- Across 2: 6 squares (horizontal)
- Down 1: vertical line from top (square 1) down through the middle
- Across 3: 8 squares
- Across 4: 9 squares
- Across 5: 6 squares
- Across 6: 6 squares

Let’s reconstruct the grid:

```
1
2 [ ][ ][ ][ ][ ][ ]
[ ]
3 [ ][ ][ ][ ][ ][ ][ ][ ]
[ ]
4 [ ][ ][ ][ ][ ][ ][ ][ ][ ]
[ ]
5 [ ][ ][ ][ ][ ][ ]
[ ]
6 [ ][ ][ ][ ][ ][ ][ ]
```

But actually, it’s more like:

From the visual:

- Across 2: 6 boxes → Friday
- Across 3: 8 boxes → Thursday
- Across 4: 9 boxes → Wednesday
- Across 5: 6 boxes → Monday
- Across 6: 6 boxes → Sunday

And Down:
- Down 1: 8 boxes? Wait — no, Down 1 is vertical, and from the clue, it’s “week day 6” → Saturday (8 letters)

So Down 1 must be Saturday → 8 letters

Similarly, Down 3: “Tuesday” → 7 letters

Let’s sketch the grid properly.

Let’s assume the grid is built like this:

```
Row 1: [1]
Row 2: [2][ ][ ][ ][ ][ ][ ]
Row 3: [ ][ ][ ][ ][ ][ ][ ][ ][ ]
Row 4: [ ][ ][ ][ ][ ][ ][ ][ ][ ]
Row 5: [ ][ ][ ][ ][ ][ ][ ]
Row 6: [ ][ ][ ][ ][ ][ ][ ][ ]
```

But that doesn't make sense.

Better to count the intersections.

Let’s list all clues:

- Across:
- 2: Friday (6 letters)
- 3: Thursday (8 letters)
- 4: Wednesday (9 letters)
- 5: Monday (6 letters)
- 6: Sunday (6 letters)

- Down:
- 1: Saturday (8 letters)
- 3: Tuesday (7 letters)

Now, notice:

- Across 2 (Friday) shares the first letter with Down 1 (Saturday)? No — they can’t both start with different letters.

But wait — Down 1 is vertical, and likely starts at the top, so it must be Saturday.

But Across 2 is Friday, which starts with F.

So unless the first letter of Across 2 is also the first letter of Down 1, there's a problem.

But F ≠ S → contradiction.

Wait — perhaps Down 1 is not Saturday?

But clue says: "On ________ (week day 6) she goes to the park." → Week day 6 = Saturday → yes.

So Down 1 = Saturday.

But then Down 1 starts with S.

So the top square (1) must be S.

Then Across 2 starts with S — but Across 2 is Friday → starts with F → contradiction.

So something is wrong.

Wait — maybe Across 2 is Friday, but the clue says:

> 2. Sam studies Art on ________ (week day 5).

Week day 5 = Friday → correct.

But if Across 2 is Friday, it must start with F.

But Down 1 is Saturday, starting with S.

So they must share a common letter.

Let’s look at the grid again.

Possibly, the first square (1) is S (from Down 1: Saturday), and Across 2 starts with F — impossible.

So either:

1. We misread the grid
2. Or the clues are mismatched

Wait — perhaps Down 1 is not Saturday?

But clue says: "On ________ (week day 6) she goes to the park."

Week day 6 = Saturday → correct.

So Down 1 = Saturday → S-A-T-U-R-D-A-Y → 8 letters.

Now, Across 2 = Friday → F-R-I-D-A-Y → 6 letters.

Where do they intersect?

Likely, Across 2 starts at the second row, and Down 1 starts at the first row.

So Down 1 goes from row 1 down to row 8? But the grid only has 6 rows.

Wait — the grid has 6 horizontal lines.

Let’s count the rows:

- Row 1: one box (labeled 1)
- Row 2: 6 boxes (Across 2)
- Row 3: 8 boxes (Across 3)
- Row 4: 9 boxes (Across 4)
- Row 5: 6 boxes (Across 5)
- Row 6: 6 boxes (Across 6)

And Down clues:
- Down 1: from row 1 to row 8? Impossible.

Wait — maybe the vertical words are shorter.

Let’s try to reconstruct.

Perhaps the Down 1 is Saturday, but it’s 8 letters long, but the grid only has 6 rows.

So impossible.

Wait — Saturday is 8 letters, but the grid only has 6 rows.

So how can a vertical word be 8 letters?

That can't be.

Unless...

Wait — perhaps the numbering is off.

Let’s count the number of cells in the vertical clues.

Look at Down 1:

- It goes from the top (cell 1) down through the grid.
- It intersects with Across 2, Across 3, Across 4, Across 5, Across 6.

Let’s count how many cells it occupies.

From the diagram:

- Cell 1 (top)
- Then below it, a vertical column through:
- Below Across 2: one cell
- Below Across 3: one cell
- Below Across 4: one cell
- Below Across 5: one cell
- Below Across 6: one cell

So total: 6 cells.

So Down 1 is a 6-letter word.

But Saturday is 8 letters — too long.

Contradiction.

Wait — Saturday is 8 letters: S-A-T-U-R-D-A-Y → 8 letters.

But the grid only has 6 rows → maximum 6-letter vertical word.

So Down 1 cannot be Saturday.

But clue says: "On ________ (week day 6) she goes to the park."

Week day 6 = Saturday → yes.

But Saturday is 8 letters, but grid only allows 6-letter vertical word.

So impossible.

Unless... week day 6 means something else?

No — standard days:
1. Monday
2. Tuesday
3. Wednesday
4. Thursday
5. Friday
6. Saturday
7. Sunday

Yes.

But Saturday is 8 letters.

But the grid shows Down 1 as a vertical word with 6 cells.

So it must be a 6-letter word.

So what 6-letter word is week day 6?

Wait — maybe week day 6 is Saturday, but the word Saturday is 8 letters — too long.

But perhaps the clue is misleading?

Wait — maybe week day 6 refers to the day number, not the name length.

But the answer must fit the grid.

So perhaps the word is Sat or Satur? No — not full.

Alternatively, maybe the grid has more rows?

Wait — let’s count the rows in the grid:

- Row 1: 1 box (labeled 1)
- Row 2: 6 boxes (Across 2)
- Row 3: 8 boxes (Across 3)
- Row 4: 9 boxes (Across 4)
- Row 5: 6 boxes (Across 5)
- Row 6: 6 boxes (Across 6)

And the vertical column (Down 1) goes through:
- Row 1: 1 box
- Row 2: 1 box (center)
- Row 3: 1 box
- Row 4: 1 box
- Row 5: 1 box
- Row 6: 1 box

So 6 boxes total.

So Down 1 is a 6-letter word.

But Saturday is 8 letters → cannot fit.

So what's wrong?

Ah! Wait — maybe Down 1 is not Saturday.

But the clue says: "On ________ (week day 6) she goes to the park."

Week day 6 = Saturday → correct.

But Saturday is 8 letters.

But the grid only allows 6-letter vertical word.

So unless the word is abbreviated, it won't fit.

But that can't be.

Wait — perhaps the clue says "week day 6" but the word is Saturday, and the grid is designed to accept it?

But 8 letters vs 6 cells — impossible.

Unless the grid has more than 6 rows.

But visually, it seems only 6.

Wait — let’s look at the Across 4: 9 letters → Wednesday → W-E-D-N-E-S-D-A-Y → 9 letters → matches.

Across 3: 8 letters → Thursday → T-H-U-R-S-D-A-Y → 8 letters → matches.

Across 2: 6 letters → Friday → F-R-I-D-A-Y → 6 letters → matches.

Across 5: 6 letters → Monday → M-O-N-D-A-Y → 6 letters → matches.

Across 6: 6 letters → Sunday → S-U-N-D-A-Y → 6 letters → matches.

Now Down 1: 6-letter word.

Clue: "On ________ (week day 6) she goes to the park."

Week day 6 = Saturday → but 8 letters.

But Saturday is 8 letters.

So it can't be.

Unless the clue is misread.

Wait — perhaps "week day 6" means the sixth day of the week, but the word is Saturday, and the grid is wrong?

No.

Alternatively, maybe Down 1 is not Saturday, but something else.

But the activity is "goes to the park" on week day 6 → Saturday.

So it must be Saturday.

But it's 8 letters.

But the grid only has 6 cells for Down 1.

So unless the word is Sat or Satur, but that's not a day.

Alternatively, maybe the grid is not 6 rows.

Wait — let’s count the cells in the vertical direction.

From the image:

- The vertical column (Down 1) starts at the top (cell 1), then goes down through:
- Below Across 2: one cell
- Below Across 3: one cell
- Below Across 4: one cell
- Below Across 5: one cell
- Below Across 6: one cell

So that's 6 cells.

So Down 1 is 6 letters.

But Saturday is 8 letters.

So it can't be.

Unless the clue is wrong.

Wait — perhaps "week day 6" is Saturday, but the word is Sat or Satur, but that's not valid.

Or perhaps the clue is for a different day.

Wait — let's read the clue again:

> 1. On ________ (week day 6) she goes to the park.

Yes, Saturday.

But maybe the word is Saturday, and the grid is designed to have a 6-letter version?

No.

Alternatively, maybe the grid has a typo.

But let’s try to see if any 6-letter day fits.

Days of the week:
- Monday: 7 letters
- Tuesday: 7 letters
- Wednesday: 9 letters
- Thursday: 8 letters
- Friday: 6 letters
- Saturday: 8 letters
- Sunday: 6 letters

So only Friday and Sunday are 6 letters.

But Friday is used in Across 2.

Sunday is used in Across 6.

So neither is available for a 6-letter Down word.

But Down 1 is 6 letters.

So what 6-letter day is there?

None.

Wait — maybe Down 1 is not a day name, but the clue says "fill in the blanks with the days of the week".

So it must be a day.

But none of the days are 6 letters except Friday and Sunday.

But both are already used.

Wait — perhaps the grid is different.

Let’s try to place the words.

Assume:

- Across 2: Friday → 6 letters
- Across 3: Thursday → 8 letters
- Across 4: Wednesday → 9 letters
- Across 5: Monday → 6 letters
- Across 6: Sunday → 6 letters

Now, Down 1: vertical, 6 letters.

What could it be?

It must intersect with:
- Across 2: so its first letter is the first letter of Across 2 → F
- Across 3: second letter of Across 3 → H
- Across 4: third letter of Across 4 → D
- Across 5: fourth letter of Across 5 → N
- Across 6: fifth letter of Across 6 → D

So the vertical word is:
- Position 1: F (from Friday)
- Position 2: H (from Thursday)
- Position 3: D (from Wednesday)
- Position 4: N (from Monday)
- Position 5: D (from Sunday)
- Position 6: ? (from Across 6, last letter)

But Across 6 is Sunday → S-U-N-D-A-Y → last letter is Y.

So position 6: Y

So the vertical word is: F H D N D Y

Is that a day? No.

So impossible.

Therefore, our assumption must be wrong.

Wait — perhaps the grid is not aligned that way.

Maybe the vertical word starts later.

But the clue says "Down 1" starts at the top.

Perhaps the only way is to realize that the grid is designed such that the words overlap correctly.

Let’s try to place the words based on the schedule.

Let’s list the days:

- Monday: goes to school
- Tuesday: studies English
- Wednesday: plays football
- Thursday: studies Math
- Friday: studies art
- Saturday: goes to the park
- Sunday: does her homework

Now, the clues:

Across:
2. Art → Friday
3. Math → Thursday
4. Football → Wednesday
5. School → Monday
6. Homework → Sunday

Down:
1. Goes to the park → Saturday
3. English → Tuesday

Now, the grid must accommodate:

- Across 2: Friday (6 letters)
- Across 3: Thursday (8 letters)
- Across 4: Wednesday (9 letters)
- Across 5: Monday (6 letters)
- Across 6: Sunday (6 letters)
- Down 1: Saturday (8 letters) — but only 6 cells? Problem.

Wait — unless the grid has more than 6 rows.

But visually, it seems 6.

Perhaps the vertical word is not 6 letters.

Let’s count the cells in the vertical column.

From the image:

- Cell 1: top
- Then a column down through the center of the grid.

It appears to have 6 cells.

But Saturday is 8 letters.

So it can't be.

Unless the clue is for a different day.

Wait — perhaps "week day 6" is not Saturday.

But it is.

Unless the week starts on Sunday.

But typically, week day 1 is Monday.

But let's check:

If week day 1 = Sunday, then:
- 1: Sunday
- 2: Monday
- 3: Tuesday
- 4: Wednesday
- 5: Thursday
- 6: Friday
- 7: Saturday

But then:
- "Goes to the park" on week day 6 → Friday
- But schedule says Saturday → goes to the park

So no.

So week day 6 is Saturday.

So the word is Saturday.

But it's 8 letters.

But the grid only has 6 cells for Down 1.

So unless the grid is larger.

Wait — perhaps the vertical word is not Down 1.

Let’s look at the clue:

> Down 1. On ________ (week day 6) she goes to the park.

So it must be Saturday.

But it's 8 letters.

But the grid has only 6 cells.

So either the grid is wrong, or the clue is wrong.

But likely, the grid is designed to have the word Saturday in a 6-cell vertical word, which is impossible.

Unless the word is abbreviated.

But that's not possible.

Alternatively, perhaps the clue is for a different day.

Wait — let's look at the schedule again.

Sam goes to the park on Saturday.

But is there a 6-letter day that is Saturday? No.

Unless the answer is Sat or Satur, but not valid.

So the only possibility is that the grid has a mistake.

But let’s try to solve it anyway.

Perhaps the vertical word is not Saturday, but the clue is for a different day.

But the clue says "week day 6" → Saturday.

So it must be.

Perhaps the grid has 8 rows.

But from the image, it seems only 6.

Given the time, and since the schedule is clear, let’s just provide the answers based on the schedule, regardless of the grid.

So the answers are:

✔ Final Answers:

Across
2. Friday
3. Thursday
4. Wednesday
5. Monday
6. Sunday

Down
1. Saturday
3. Tuesday

Even though the grid may have a design issue with the number of letters, the logical answers based on the schedule are as above.

So the completed crossword should have:

- Across 2: F R I D A Y
- Across 3: T H U R S D A Y
- Across 4: W E D N E S D A Y
- Across 5: M O N D A Y
- Across 6: S U N D A Y
- Down 1: S A T U R D A Y (but only 6 cells, so perhaps it's cut off)
- Down 3: T U E S D A Y (7 letters, but only 6 cells? Wait — 7 letters)

Wait — Tuesday is 7 letters.

But Down 3: how many cells?

From the grid, Down 3 is from Across 3 to Across 6, likely 6 cells.

But Tuesday is 7 letters.

So both Down 1 and Down 3 have length issues.

This suggests the grid might be incorrectly drawn, or we need to reconsider.

But based on the schedule, the only correct answers are:

✔ Correct Answers:

Across:
2. Friday
3. Thursday
4. Wednesday
5. Monday
6. Sunday

Down:
1. Saturday
3. Tuesday

Even if the grid doesn't perfectly match the letter counts, these are the correct days based on the clues and schedule.

For example:
- Across 2: Art on Friday → Friday
- Across 3: Math on Thursday → Thursday
- etc.

So the solution is:

🟩 Final Answer:

- Across 2: Friday
- Across 3: Thursday
- Across 4: Wednesday
- Across 5: Monday
- Across 6: Sunday
- Down 1: Saturday
- Down 3: Tuesday

These are the correct days based on Sam's schedule.

The grid may have a formatting issue with the number of letters, but the content is correct.