Find the Letter N Worksheet, Alphabet N Hunt Activity Free ... - Free Printable

Let’s solve this step by step.

We are looking for all the letters “N” and “n” in the grid. That means we want both uppercase N and lowercase n.

The grid is arranged like this (let’s write it out row by row to make sure we don’t miss any):

Row 1: A, n, J, N, n
Row 2: r, e, m, N
Row 3: N, c, g, O, L
Row 4: h, b, N, n, y
Row 5: N, n, G, n, q

Wait — let me double-check the original layout from the image description. Actually, looking again at how the letters are placed:

It’s a 7-row by 5-column grid? Let me reconstruct carefully based on the visual arrangement described:

Actually, here's the correct grid as shown (reading left to right, top to bottom):

Column positions (for clarity):

Row 1: A | n | J | N | n
Row 2: r | e | | m | N
Row 3: N | c | | d | M
Row 4: | | Nn| | L
Row 5: N | g | n | O |
Row 6: h | b | N | n | y
Row 7: N | n | G | n | q

But wait — there’s a big circle in the middle with “Nn” inside — that’s just an example or highlight, not part of the search area? The instruction says “Find all the letters Nn.” meaning find every occurrence of capital N and lowercase n in the surrounding grid.

Looking again — actually, the central “Nn” in the circle is likely meant to be counted too? But typically in these hunts, you search the scattered letters around, and the center might be decorative. However, since it says “find all the letters Nn”, and the center has “Nn”, we should include it unless told otherwise.

But let’s look at the actual letter placements without assuming — let’s list every single letter in the grid as presented visually:

From top to bottom, left to right:

First row: A, n, J, N, n → that’s two ‘n’ and one ‘N’

Second row: r, e, [blank?], m, N → one ‘N’

Third row: N, c, [blank?], d, M → one ‘N’

Fourth row: [blank?], [blank?], Nn (in circle), [blank?], L → if we count the circle, that’s one ‘N’ and one ‘n’

Fifth row: N, g, n, O, [blank?] → one ‘N’, one ‘n’

Sixth row: h, b, N, n, y → one ‘N’, one ‘n’

Seventh row: N, n, G, n, q → one ‘N’, two ‘n’

Now let’s tally them up carefully:

Uppercase N:
- Row 1: 1
- Row 2: 1
- Row 3: 1
- Row 4 (circle): 1
- Row 5: 1
- Row 6: 1
- Row 7: 1
→ Total uppercase N = 7

Lowercase n:
- Row 1: 2
- Row 4 (circle): 1
- Row 5: 1
- Row 6: 1
- Row 7: 2
→ Total lowercase n = 7

Wait — but in row 1: positions 2 and 5 are ‘n’ → yes, 2
Row 4 circle: 1 ‘n’
Row 5: position 3 is ‘n’ → 1
Row 6: position 4 is ‘n’ → 1
Row 7: positions 2 and 4 are ‘n’ → 2
Total n = 2+1+1+1+2 = 7

And uppercase N:
Row 1: position 4 → 1
Row 2: position 5 → 1
Row 3: position 1 → 1
Row 4: circle → 1
Row 5: position 1 → 1
Row 6: position 3 → 1
Row 7: position 1 → 1
Total N = 7

So total letters “Nn” found = 7 + 7 = 14

But wait — is the central “Nn” supposed to be included? In many such worksheets, the centered large letter is the target and not part of the search field — it’s showing what you’re hunting for. Let me re-read the instruction: “Find all the letters Nn.” — and the grid surrounds the circle. Typically, you search the outer letters only.

Let me check standard practice: usually, the big circled letter is the key, and you find matching ones in the grid around it — so probably NOT including the center.

Let’s redo without the center circle.

Grid letters only (excluding the central “Nn” in the circle):

Row 1: A, n, J, N, n → N:1, n:2
Row 2: r, e, _, m, N → N:1
Row 3: N, c, _, d, M → N:1
Row 4: _, _, _, _, L → no N or n
Row 5: N, g, n, O, _ → N:1, n:1
Row 6: h, b, N, n, y → N:1, n:1
Row 7: N, n, G, n, q → N:1, n:2

Now sum:

Uppercase N:
Row1:1, Row2:1, Row3:1, Row5:1, Row6:1, Row7:1 → total 6

Lowercase n:
Row1:2, Row5:1, Row6:1, Row7:2 → total 6

Total = 6 + 6 = 12

That makes more sense — because if you include the center, it’s 14, but typically the center is the example, not part of the hunt.

Also, looking at the website watermark and typical design — the circle is highlighting the target, not a cell to search.

So final count: 6 uppercase N and 6 lowercase n → 12 total.

Let me list them explicitly to verify:

Positions with N (uppercase):
- Row1, col4
- Row2, col5
- Row3, col1
- Row5, col1
- Row6, col3
- Row7, col1 → that’s 6

Positions with n (lowercase):
- Row1, col2
- Row1, col5
- Row5, col3
- Row6, col4
- Row7, col2
- Row7, col4 → that’s 6

Yes, 12 total.

Final Answer: 12