Canada And Its Trading Partners: The 50 United States Word Search ... - Free Printable

To solve this word search puzzle, we need to locate all 50 U.S. state names hidden in the grid. The instructions say words can be found:

- Horizontally (left to right)
- Vertically (top to bottom)
- Diagonally (down-right or down-left)
- Not backwards — so no right-to-left, up, or reverse diagonals.

We’ll go row by row and column by column, scanning for state names from the list provided at the bottom.

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Let’s start with obvious long names that are easy to spot.

Step 1: Look for “NORTH CAROLINA”

Row 1:
`N O R T H C A R O L I N A M O N T A N A` → First 13 letters = NORTH CAROLINA ✔
Then after that: `MONTANA` starts at position 14? Let’s check:
Positions 14–20: M O N T A N A → Yes! MONTANA ✔

So Row 1 has two states: North Carolina and Montana.

Step 2: Row 2

`S O U T H C A R O L I N A R K A N S A S`
First 13 letters: SOUTH CAROLINA ✔
Then positions 14–20: R K A N S A S → That’s ARKANSAS ✔

Row 2: South Carolina, Arkansas

Step 3: Row 3

`O Z R P N E W H A M P S H I R E K Q Y B`
Look for “NEW HAMPSHIRE” — starts at position 6: N E W H A M P S H I R E → 12 letters ✔
Rest doesn’t form a state.

Row 3: New Hampshire

Step 4: Row 4

`K E N T U C K Y W E S T V I R G I N I A`
First 8 letters: KENTUCKY ✔
Then positions 9–20: W E S T V I R G I N I A → 12 letters = WEST VIRGINIA ✔

Row 4: Kentucky, West Virginia

Step 5: Row 5

`L P N C H I N D I A N A L H A W A I I X`
Look for INDIANA: positions 7–13: I N D I A N A ✔
Then after that: L H A W A I I → positions 15–21? Wait, let’s count:

Actually, row is 20 characters? Let me recount each row — they seem to be 20 letters per row.

Row 5:
Index: 1:L 2:P 3:N 4:C 5:H 6:I 7:N 8:D 9:I 10:A 11:N 12:A 13:L 14:H 15:A 16:W 17:A 18:I 19:I 20:X

So INDIANA is positions 7–13? 7:N, 8:D, 9:I, 10:A, 11:N, 12:A → that’s only 6 letters? Wait — INDIANA is 7 letters: I-N-D-I-A-N-A

Wait — position 6 is I, then 7:N, 8:D, 9:I, 10:A, 11:N, 12:A → that’s I,N,D,I,A,N,A → yes! Positions 6–12: INDIANA ✔

Then positions 14–20: H A W A I I X → H,A,W,A,I,I → that’s HAWAII (6 letters) + extra X → so HAWAII ✔ (positions 14–19)

Row 5: Indiana, Hawaii

Step 6: Row 6

`A C E O V D P O C K F L O R I D A W L W`
Look for FLORIDA: positions 11–17: F L O R I D A ✔

Row 6: Florida

Step 7: Row 7

`H T W N I D A H O O I D M I C H I G A N`
Look for IDAHO: positions 5–9: I D A H O ✔
Then later: MICHIGAN — positions 13–20: M I C H I G A N → 8 letters ✔

Row 7: Idaho, Michigan

Step 8: Row 8

`O E Y N N M U K M N E W M J E R S E Y N G`
Look for NEW JERSEY: positions 10–18: N E W M J E R S E Y → wait, that’s not right.

Wait: Let's index:

1:O 2:E 3:Y 4:N 5:N 6:M 7:U 8:K 9:M 10:N 11:E 12:W 13:M 14:J 15:E 16:R 17:S 18:E 19:Y 20:N 21:G? Wait — maybe rows are 21 letters? Let me check original image again mentally.

Actually, looking back — first row was:

N O R T H C A R O L I N A M O N T A N A → that’s 20 letters? Let’s count:

N(1),O(2),R(3),T(4),H(5),C(6),A(7),R(8),O(9),L(10),I(11),N(12),A(13),M(14),O(15),N(16),T(17),A(18),N(19),A(20) → 20 letters.

But in row 8: O E Y N N M U K M N E W M J E R S E Y N G → that’s 21? Maybe typo in my reading.

Wait — perhaps it’s:

Row 8: O E Y N N M U K M N E W M J E R S E Y N G → let’s assume 20 letters: maybe last letter is cut off? Or perhaps I miscounted.

Alternative approach: look for “NEW JERSEY” — it should be consecutive.

In row 8: ...N E W M J E R S E Y... — that’s not matching.

Wait — maybe it’s diagonal? Or vertical?

Hold on — let’s skip and come back. Maybe “NEW JERSEY” is elsewhere.

Actually, let’s try row 9.

Step 9: Row 9

`M N O E W S W W O I U X D U C L O C Y E`
Look for “OHIO”? Not here. “IOWA”? No. “COLORADO”? Later.

Wait — “MISSOURI”? Not yet.

Perhaps “NEBRASKA”? Not here.

Maybe “TENNESSEE”? Not visible.

Let’s try row 10.

Step 10: Row 10

`A N R C E A Y I S T S C C O L O R A D O`
Ends with COLORADO: positions 13–20: C O L O R A D O → 8 letters ✔

Also, “ARKANSAS”? Already found. “MARYLAND”? Not here.

“CONNECTICUT”? Too long.

Wait — “RHODE ISLAND”? Not here.

But notice: “ST” in middle — could be part of “EAST”? Not a state.

Another idea: “MAINE”? Not here.

Wait — “VERMONT”? Not here.

But look: positions 1–3: A N R — not helpful.

Positions 4–6: C E A — no.

Wait — “CALIFORNIA”? Not here.

Perhaps “ILLINOIS”? Not here.

Wait — “MINNESOTA”? Not here.

But we have COLORADO ✔

Row 10: Colorado

Step 11: Row 11

`L E K T H A S L A O A S N D O X E P E R`
Look for “OKLAHOMA”? Not here. “TEXAS”? Not here.

“ALASKA”? Starts with A — position 8: A, then O,A,S,N,D,O,X,E,P,E,R — not matching.

“WASHINGTON”? Too long.

Wait — “OREGON”? Not here.

“PENNSYLVANIA”? Too long.

Perhaps “DELAWARE”? Not here.

Wait — “KENTUCKY”? Already found.

Maybe “LOUISIANA”? Not here.

This row might not have any. Skip.

Step 12: Row 12

`A S T I O W A H V L U S I G U H G M L G`
Look for “IOWA”: positions 4–7: I O W A ✔
Then “OHIO”? Positions 2–5: S T I O — no. “HAWAII”? Already found.

“VIRGINIA”? Not here.

“GEORGIA”? Not here.

“Illinois”? Not here.

But “IOWA” ✔

Row 12: Iowa

Step 13: Row 13

`S S A C H N R E I A I T A S I W O U A I`
Look for “MASSACHUSETTS”? Too long. “CHICAGO”? Not a state.

“RHODE ISLAND”? Not here.

“MISSISSIPPI”? Let’s see: positions 6–16? N R E I A I T A S I W — no.

Wait — “NEW MEXICO”? Not here.

“UTAH”? Not here.

“WYOMING”? Not here.

Perhaps “SOUTH DAKOTA”? Not here.

Wait — “NORTH DAKOTA”? Not here.

Maybe “TENNESSEE”? Not here.

This row might be empty. Skip.

Step 14: Row 14

`K E L U D B B F O N N K H R S H N P W A`
Look for “FLORIDA”? Already found. “NEBRASKA”? Not here.

“KANSAS”? Positions 1–6: K E L U D B — no.

“OHIO”? Not here.

“IDAHO”? Already found.

Wait — “DELaware”? D is at position 5, but not followed by ELAWARE.

“MARYLAND”? Not here.

Perhaps “VERMONT”? Not here.

Skip.

Step 15: Row 15

`A E A T W Y O M I N G I X D I I H T A W`
Look for “WYOMING”: positions 6–12: W Y O M I N G ✔
Then “IDAHO”? Already found. “OHIO”? Not here.

“MONTANA”? Already found.

“TEXAS”? Not here.

“NEVADA”? Not here.

Row 15: Wyoming

Step 16: Row 16

`I S B M A R Y L A N D T A O A Z P A R M`
Look for “MARYLAND”: positions 5–12: M A R Y L A N D ✔
Then “ARIZONA”? Positions 15–21? A O A Z P A R M — not matching.

“ALABAMA”? Not here.

“ARKANSAS”? Already found.

“CALIFORNIA”? Not here.

Row 16: Maryland

Step 17: Row 17

`E M A I N E W M E X I C O V N K O P E N`
Look for “MAINE”: positions 2–6: M A I N E ✔
Then “NEW MEXICO”: positions 8–16: N E W M E X I C O → 9 letters ✔
Then “VERMONT”? V N K O P E N — not matching.

“OPEN”? Not a state.

Row 17: Maine, New Mexico

Step 18: Row 18

`M G M I N N E S O T A A J N A P O N I Q`
Look for “MINNESOTA”: positions 4–12: M I N N E S O T A → 9 letters ✔
Then “JAPAN”? Not a state. “APONIQ”? No.

Row 18: Minnesota

Step 19: Row 19

`L G A M I S S O U R I V E R M O N T A Y`
Look for “MISSOURI”: positions 5–12: M I S S O U R I ✔
Then “VERMONT”: positions 14–20: V E R M O N T → 7 letters ✔
Then “AY”? Not a state.

Row 19: Missouri, Vermont

Step 20: Row 20

`N E V A D A T E X A S N E B R A S K A K`
Look for “NEVADA”: positions 1–6: N E V A D A ✔
Then “TEXAS”: positions 8–12: T E X A S ✔
Then “NEBRASKA”: positions 14–21? But row ends at 20? Let’s see:

Positions: 1:N 2:E 3:V 4:A 5:D 6:A 7:T 8:E 9:X 10:A 11:S 12:N 13:E 14:B 15:R 16:A 17:S 18:K 19:A 20:K

So NEBRASKA would be positions 13–20: N E B R A S K A → 8 letters ✔

Row 20: Nevada, Texas, Nebraska

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Now, let’s compile what we’ve found so far from horizontal scans:

From Rows:

1. North Carolina, Montana
2. South Carolina, Arkansas
3. New Hampshire
4. Kentucky, West Virginia
5. Indiana, Hawaii
6. Florida
7. Idaho, Michigan
8. ??? (we skipped — let’s revisit)
9. ???
10. Colorado
11. ???
12. Iowa
13. ???
14. ???
15. Wyoming
16. Maryland
17. Maine, New Mexico
18. Minnesota
19. Missouri, Vermont
20. Nevada, Texas, Nebraska

That’s 2+2+1+2+2+1+2+0+0+1+0+1+0+0+1+1+2+1+2+3 = let’s add:

Row1:2 → total 2
Row2:2 → 4
Row3:1 → 5
Row4:2 → 7
Row5:2 → 9
Row6:1 → 10
Row7:2 → 12
Row8:0 → 12
Row9:0 → 12
Row10:1 → 13
Row11:0 → 13
Row12:1 → 14
Row13:0 → 14
Row14:0 → 14
Row15:1 → 15
Row16:1 → 16
Row17:2 → 18
Row18:1 → 19
Row19:2 → 21
Row20:3 → 24

We have 24 states from horizontal. We need 50, so many must be vertical or diagonal.

Let’s now scan vertically.

Start with Column 1 (first letter of each row):

Row1: N
Row2: S
Row3: O
Row4: K
Row5: L
Row6: A
Row7: H
Row8: O
Row9: M
Row10: A
Row11: L
Row12: A
Row13: S
Row14: K
Row15: A
Row16: I
Row17: E
Row18: M
Row19: L
Row20: N

No obvious state name vertically in col 1.

Column 2:

Row1: O
Row2: O
Row3: Z
Row4: E
Row5: P
Row6: C
Row7: T
Row8: E
Row9: N
Row10: N
Row11: E
Row12