Free. Exclusive. Just for you.
Four unique services that make learning easier, faster, and smarter - only on our website.

Words Squared- Puzzle 9 - Teaching Squared - Free Printable

Words Squared- Puzzle 9 - Teaching Squared

Educational worksheet: Words Squared- Puzzle 9 - Teaching Squared. Download and print for classroom or home learning activities.

JPG 231×299 9.9 KB Free · Personal Use
Quality Assured by Worksheets Library Team
Reviewed for educational accuracy and age-appropriateness
ID: #1959307
Show Answer Key & Explanations Step-by-step solution for: Words Squared- Puzzle 9 - Teaching Squared
To solve this "Words Squared" puzzle, we need to find words hidden in the 4x4 grid of letters. The goal is usually to find as many words as possible, often aiming for longer words to get higher scores based on the point system provided (though the specific point values are a bit blurry, standard rules apply: longer words = more points).

Step 1: Analyze the Grid
The letters in the grid are:
Row 1: Y A T E
Row 2: E S R L
Row 3: A M G M
Row 4: A N T L

Step 2: Identify Potential Words
We can look for words horizontally, vertically, and sometimes diagonally or by rearranging letters if it's an anagram style game (but typically "Words Squared" implies finding words within the grid connections or just using the letters available). Let's look for common English words using these letters.

* 4-Letter Words:
* Look at Row 1: YATE isn't a word. EAT is there. TEA is there.
* Look at Column 1: Y, E, A, A. No obvious 4-letter word.
* Look at Column 2: A, S, M, N. MANS? NAMS? No.
* Look at Column 3: T, R, G, T. TRGT? No.
* Look at Column 4: E, L, M, L. ELML? No.
* Let's check combinations across rows/cols.
* REAL: R (R2C3), E (R2C1? No, R2C1 is E), A (R3C1), L (R2C4). Wait, let's look closer.
* R2: E S R L. REAL uses R, E, A, L. We have R, E, L in Row 2. We have A in Row 3. Can we connect them? Usually, these puzzles allow adjacent letters.
* Let's stick to simple contiguous lines first if possible, or just valid words formed from the letter set if it's a "make words from these letters" type. Given the layout, it looks like a Boggle-style or word search where you trace paths. However, often in these worksheets, you just list words you can see.
* Let's look for obvious horizontal/vertical words first.
* Row 1: EAT, TEA, ATE.
* Row 2: RES (no), SEL (no), EAR (E-A-R? E is R2C1, A is R3C1, R is R2C3. Not contiguous). SER (no). REL (no).
* Row 3: AMG (no), MGM (no), AGM (no).
* Row 4: ANT, NAL (no), TAL (no).
* Col 1: YEA (Y-E-A). Yes. YEAS.
* Col 2: ASM (no).
* Col 3: TRG (no).
* Col 4: ELM. Yes. ELMS.

* Let's try finding longer words by connecting adjacent letters (up, down, left, right, diagonal).
* YEAR: Y (R1C1) -> E (R2C1) -> A (R3C1) -> R (R2C3)? No, R is not adjacent to A(R3C1). But R is at R2C3. A is at R3C1. They are not touching.
* Wait, let's look at REAL. R(R2C3) - E(R2C1)? No.
* Let's look at GAME. G(R3C3) - A(R3C1)? No. G(R3C3) - A(R4C1)? No.
* Let's look at TEAM. T(R1C3) - E(R1C4) - A(R2C... no A in R2). T(R1C3) - E(R2C1)? No.
* How about MEAT? M(R3C2) - E(R2C1) - A(R3C1) - T(R4C3)? No.
* Let's look at LATE. L(R2C4) - A(R3C1)? No. L(R4C4) - A(R4C1)? No. L(R2C4) - A(R1C2)? Diagonal? If diagonals are allowed: L(R2C4) -> A(R1C2) is not adjacent. L(R2C4) -> A(R3C1) is not adjacent.
* Let's re-evaluate adjacent connections.
* Center letters: S(R2C2), R(R2C3), M(R3C2), G(R3C3).
* STAR: S(R2C2) - T(R1C3) - A(R3C1)? No. S(R2C2) - T(R4C3)? No.
* STEM: S(R2C2) - T(R1C3) - E(R1C4)? No. S(R2C2) - T(R4C3)? No.
* REAL: R(R2C3) - E(R2C1)? No.
* GEAR: G(R3C3) - E(R2C1)? No.
* MARE: M(R3C2) - A(R3C1) - R(R2C3) - E(R2C1)? Path: M(R3C2)->A(R3C1)->(up to E? No, E is R2C1, adjacent to A). So A->E. Then E->R? E(R2C1) is not adjacent to R(R2C3).

Let's look for simpler, shorter words that are definitely there.
* 3-Letter Words:
* EAT (Row 1)
* TEA (Row 1)
* ATE (Row 1)
* ANT (Row 4)
* ELM (Col 4, rows 2-3-4? E-R-L-M? No. E(R2C4), L(R2C4 is L? No, R2 is E S R L. So R2C4 is L. R3C4 is M. R4C4 is L. So L-M-L. No. Wait. Col 4 is E, L, M, L. So ELM is E(R1C4)-L(R2C4)-M(R3C4). Yes.)
* YES (Y(R1C1)-E(R2C1)-S(R2C2)). Yes.
* SAM (S(R2C2)-A(R3C1)-M(R3C2)). S and A are diagonal? If diagonals count, yes. If not, S(R2C2) is adjacent to A(R3C1)? No, R2C2 is adjacent to R3C2 (M) and R2C1 (E) and R2C3 (R) and R1C2 (A). Ah! SAM: S(R2C2) is not adjacent to A(R3C1). But A(R1C2) is adjacent to S(R2C2). So MAS? M(R3C2)-A(R1C2)? No.
* Let's check RAM. R(R2C3)-A(R3C1)? No. R(R2C3)-A(R1C2)? Diagonal. If diagonals allowed: RAM, RAT, SAT, MAT, MET, GET, LET, NET, MEN, TEN, SEN, SEA, SEE, LEE, TEE, PEE (no P).

Let's assume standard adjacency (horizontal, vertical, diagonal).

Likely Words List:
1. EAT
2. TEA
3. ATE
4. ANT
5. ELM
6. YES
7. SEA (S-R2C2, E-R2C1, A-R1C2? S-E is horiz. E-A is vert. Yes.)
8. SEE (S-R2C2, E-R2C1, E-R1C1? No. S-R2C2, E-R2C1, E-R2C1 again? No. S-R2C2, E-R1C1? Diag. E-R2C1. Yes.)
9. TEN (T-R1C3, E-R2C1? No. T-R4C3, E-R2C1? No. T-R1C3, E-R2C4? No. T-R4C3, E-R? No. Wait. T(R1C3)-E(R2C1)? No. Is there an E next to a T? T(R1C3) next to E(R1C4). E(R1C4) next to N? No. T(R4C3) next to N(R4C2). N(R4C2) next to E? No.
10. NET (N-R4C2, E-R? No. N-R4C2, E-R2C1? No.)
11. MEN (M-R3C2, E-R2C1, N-R4C2? M-E is diag. E-N is not adj. M(R3C2)-N(R4C2) is vert. N-E? No.)
12. MAN (M-R3C2, A-R3C1, N-R4C2). M-A is horiz. A-N is vert. Yes.
13. MAM (M-R3C2, A-R3C1, M-R3C2? No reuse usually. M-R3C4, A-R3C1? No.)
14. GAM (G-R3C3, A-R3C1? No. G-R3C3, A-R4C1? No. G-R3C3, A-R1C2? No.)
15. TAG (T-R1C3, A-R1C2, G-R3C3? No. T-R4C3, A-R4C1? No.)
16. LAG (L-R2C4, A-R3C1? No. L-R4C4, A-R4C1? No.)
17. LEG (L-R2C4, E-R2C1? No. L-R4C4, E-R? No.)
18. REG (R-R2C3, E-R2C1? No.)
19. REM (R-R2C3, E-R2C1? No.)
20. ARM (A-R3C1, R-R2C3? No. A-R1C2, R-R2C3? Diag. M-R3C2. A-R1C2->R-R2C3->M-R3C2. Yes, if diagonals allowed.)
21. ART (A-R1C2, R-R2C3, T-R1C3. A-R-T triangle. Yes.)
22. RAT (R-R2C3, A-R1C2, T-R1C3. Yes.)
23. TAR (T-R1C3, A-R1C2, R-R2C3. Yes.)
24. SAT (S-R2C2, A-R1C2, T-R1C3. Yes.)
25. AST (A-R1C2, S-R2C2, T-R1C3. Yes.)
26. MAS (M-R3C2, A-R1C2? No. M-R3C2, A-R3C1, S-R2C2. M-A-S. Yes.)
27. SAM (S-R2C2, A-R3C1, M-R3C2. Yes.)
28. AMS (A-R3C1, M-R3C2, S-R2C2. Yes.)
29. EMS (E-R2C1, M-R3C2, S-R2C2. Yes.)
30. MES (M-R3C2, E-R2C1, S-R2C2. Yes.)
31. LES (L-R2C4, E-R2C1? No. L-R4C4, E-R? No.)
32. SEL (S-R2C2, E-R2C1, L-R2C4? No.)
33. REL (R-R2C3, E-R2C1, L-R2C4? No.)
34. LER (L-R2C4, E-R2C1? No.)
35. TEL (T-R1C3, E-R1C4, L-R2C4. Yes.)
36. LET (L-R2C4, E-R1C4, T-R1C3. Yes.)
37. TEL (T-R4C3, E-R? No.)
38. NET (N-R4C2, E-R? No. N-R4C2, E-R2C1? No.)
39. TEN (T-R4C3, E-R? No.)
40. ENT (E-R2C1, N-R4C2, T-R4C3? No.)
41. TEN (T-R1C3, E-R2C4? No.)
42. LEN (L-R2C4, E-R1C4, N-R4C2? No.)
43. NEL (N-R4C2, E-R? No.)
44. LAN (L-R4C4, A-R4C1, N-R4C2. L-A-N? No, A and N are adj, L is far. L-R2C4, A-R3C1? No.)
45. NAL (N-R4C2, A-R4C1, L-R4C4? No.)
46. ALT (A-R4C1, L-R4C4, T-R4C3? No. A-R1C2, L-R2C4, T-R1C3? No.)
47. LAT (L-R2C4, A-R1C2, T-R1C3? No.)
48. TAL (T-R4C3, A-R4C1, L-R4C4? No.)
49. LAM (L-R2C4, A-R3C1, M-R3C2? No. L-R4C4, A-R4C1, M-R3C2? No.)
50. MAL (M-R3C2, A-R3C1, L-R4C4? No.)
51. AML (A-R3C1, M-R3C2, L-R4C4? No.)
52. GAM (G-R3C3, A-R3C1, M-R3C2. G-A-M? A and M adj. G and A not adj. G and M adj. So MAG? M-R3C2, A-R3C1, G-R3C3. M-A-G. Yes.)
53. AGM (A-R3C1, G-R3C3, M-R3C2. Yes.)
54. MGA (No.)
55. GMA (No.)
56. AMG (No.)
57. MAG is good.
58. GRAM? G-R3C3, R-R2C3, A-R3C1, M-R3C2. G-R is vert. R-A? No. R-M? No.
59. GRAM needs R-A connection. R(R2C3) and A(R3C1) are not adjacent.
60. REAM? R-R2C3, E-R2C1, A-R3C1, M-R3C2. R-E is horiz. E-A is vert. A-M is horiz. REAM is a word! Path: R(R2C3)->E(R2C1)? No, they are separated by S. R(R2C3) is not adjacent to E(R2C1). So REAM is invalid unless you can jump, which you can't.
61. MEAL? M-R3C2, E-R2C1, A-R3C1, L-R2C4? No. M-R3C2, E-R2C1, A-R3C1, L-R4C4? No.
62. REAL? R-R2C3, E-R2C1? No.
63. LEAR? L-R2C4, E-R1C4, A-R1C2, R-R2C3. L-E is vert. E-A? No. E(R1C4) and A(R1C2) separated by T.
64. YEAR? Y-R1C1, E-R2C1, A-R3C1, R-R2C3. Y-E-A is col 1. A-R? No.
65. YEARS? No S at end of that path.
66. SEAM? S-R2C2, E-R2C1, A-R3C1, M-R3C2. S-E is horiz. E-A is vert. A-M is horiz. SEAM is a word! Path: S(R2C2)->E(R2C1)->A(R3C1)->M(R3C2). All adjacent. Valid.
67. SAME? S-R2C2, A-R3C1, M-R3C2, E-R2C1. S-A? Diag. A-M horiz. M-E? Diag. E-S horiz. SAME is a word! Path: S(R2C2)->A(R3C1)->M(R3C2)->E(R2C1). Valid.
68. AMES? A-R3C1, M-R3C2, E-R2C1, S-R2C2. A-M horiz. M-E diag. E-S horiz. S-A? Diag. AMES is a word (plural of ame? No. Ames is a name. Maybe not accepted). MAES? No.
69. MESA? M-R3C2, E-R2C1, S-R2C2, A-R3C1. M-E diag. E-S horiz. S-A diag. A-M horiz. MESA is a word! Valid.
70. TEAM? T-R1C3, E-R1C4, A-R? No A next to E(R1C4). E(R2C1) is far. T(R4C3), E(R? No).
71. MEAT? M-R3C2, E-R2C1, A-R3C1, T-R4C3? No. T-R1C3? No.
72. TAME? T-R1C3, A-R1C2, M-R3C2, E-R2C1. T-A horiz. A-M? No. A(R1C2) and M(R3C2) separated by S.
73. MATE? M-R3C2, A-R3C1, T-R4C3, E-R? No.
74. META? M-R3C2, E-R2C1, T-R1C3, A-R1C2. M-E diag. E-T? No.
75. LATE? L-R2C4, A-R1C2, T-R1C3, E-R1C4. L-A? No.
76. TALE? T-R1C3, A-R1C2, L-R2C4, E-R1C4. T-A horiz. A-L? No.
77. TEAL? T-R1C3, E-R1C4, A-R? No.
78. LEAT? No.
79. RATE? R-R2C3, A-R1C2, T-R1C3, E-R1C4. R-A diag. A-T horiz. T-E horiz. RATE is a word! Path: R(R2C3)->A(R1C2)->T(R1C3)->E(R1C4). Valid.
80. TEAR? T-R1C3, E-R1C4, A-R1C2, R-R2C3. T-E horiz. E-A? No.
81. ARE? A-R1C2, R-R2C3, E-R1C4? No. A-R3C1, R-R2C3, E-R2C1? No.
82. EAR? E-R2C1, A-R3C1, R-R2C3? No. E-R1C4, A-R1C2, R-R2C3? No.
83. ARE (A-R1C2, R-R2C3, E-R2C1? No).
84. ERA? E-R2C1, R-R2C3, A-R1C2? No.
85. RAY? R-R2C3, A-R1C2, Y-R1C1. R-A diag. A-Y horiz. RAY is a word! Valid.
86. YAR? Y-R1C1, A-R1C2, R-R2C3. Y-A horiz. A-R diag. YAR is a word (nautical term, maybe too obscure).
87. SAY? S-R2C2, A-R1C2, Y-R1C1. S-A vert. A-Y horiz. SAY is a word! Valid.
88. YES? Y-R1C1, E-R2C1, S-R2C2. Y-E vert. E-S horiz. YES is a word! Valid.
89. SEY? No.
90. AYS? No.
91. SYE? No.
92. GEN? G-R3C3, E-R? No.
93. NEG? No.
94. ENG? No.
95. GEM? G-R3C3, E-R2C1, M-R3C2. G-E? No.
96. MEG? M-R3C2, E-R2C1, G-R3C3. M-E diag. E-G? No.
97. EGG? No.
98. GEE? G-R3C3, E-R2C1, E-R1C1? No.
99. LEE? L-R2C4, E-R1C4, E-R2C1? No.
100. ELE? No.

Top Candidates for Final Answer:
The worksheet has lines for about 12-15 words. I should provide a solid list of common, indisputable words found in the grid.

1. EAT
2. TEA
3. ATE
4. ANT
5. ELM
6. YES
7. SEA
8. SEE
9. MAN
10. MAG
11. SAT
12. RAT
13. TAR
14. ART
15. LET
16. TEL
17. SEAM
18. SAME
19. MESA
20. RATE
21. RAY
22. SAY

I will select the most common and easiest-to-spot words to fill the lines.

Selection:
1. EAT
2. TEA
3. ATE
4. ANT
5. YES
6. SEA
7. MAN
8. SAT
9. RAT
10. LET
11. EL M
12. SAY
13. RAY
14. SEAM
15. SAME

This covers a good range of 3 and 4 letter words.

Final Answer:
Here are some of the words you can find in the puzzle:

1. EAT
2. TEA
3. ATE
4. ANT
5. YES
6. SEA
7. MAN
8. SAT
9. RAT
10. LET
11. ELM
12. SAY
13. RAY
14. SEAM
15. SAME
16. MESA
17. RATE
18. MAG
19. ART
20. TAR
Parent Tip: Review the logic above to help your child master the concept of printable boggle puzzles.
Print Download

How to use

Click Print to open a print-ready version directly in your browser, or use Download to save the file to your device. The ⭐ Answer button generates an AI answer key instantly - useful for teachers who need a quick reference. Need a different version? Our AI Worksheet Generator lets you create a custom worksheet on any topic in seconds.

(view all printable boggle puzzles)

Boggle Your Kids - Sunny Days in Second Grade
Boggle Game 07 Learn With Puzzles
Boggle Word Game Printable Pages, Printable Word Puzzle Pages and ...
Boggle Puzzle: Let Us Entertain You! | Seniors Guide
Boggle printable | TPT
Pin page
Boggle Template: Make a New Game Each Time! - Classroom Freebies
Word Grid Puzzle Worksheets Yr 5/6 (teacher made) - Twinkl
Word Grid Game Word Puzzle Worksheets Yr 3/4 (teacher made)
13 free printable boggle word puzzles - ESL Vault