Easter Alphabet Letter Match Activity for Preschoolers - Fun with Mama - Free Printable

Let’s solve this step by step.

We are given a set of Easter eggs, each with an uppercase letter on top and a lowercase letter on the bottom. The goal is to match each uppercase letter with its correct lowercase partner — like matching “A” with “a”, “B” with “b”, and so on.

Looking at the eggs:

First row:
- A → a ✔ (correct)
- B → b ✔
- C → c ✔
- J → j ✔
- K → k ✔
- L → l ✔
- S → s ✔
- T → t ✔
- U → u ✔

Second row:
- D → d ✔
- E → e ✔
- F → f ✔
- M → m ✔
- N → n ✔
- O → o ✔
- V → v ✔
- W → w ✔
- X → x ✔

Third row:
- G → g ✔
- H → h ✔
- I → i ✔
- P → p ✔
- Q → q ✔
- R → r ✔
- Y → y ✔
- Z → z ✔
- Last egg: yellow, no letters shown? Wait — let’s check again.

Actually, looking carefully at the third row, the last egg (far right) is yellow and has no letters written on it. All other 25 eggs have both uppercase and lowercase letters that match correctly.

But wait — how many letters are in the alphabet? 26.

Count the eggs:
Row 1: 9 eggs
Row 2: 9 eggs
Row 3: 8 eggs with letters + 1 blank = 9 total
Total = 9 + 9 + 9 = 27 eggs? That can’t be right.

Wait — let me recount the image description from the user’s upload.

Actually, based on standard alphabet matching tasks like this, there should be 26 pairs — one for each letter.

Looking again at the layout described:

Row 1: A,a | B,b | C,c | J,j | K,k | L,l | S,s | T,t | U,u → 9 eggs
Row 2: D,d | E,e | F,f | M,m | N,n | O,o | V,v | W,w | X,x → 9 eggs
Row 3: G,g | H,h | I,i | P,p | Q,q | R,r | Y,y | Z,z | [blank] → 8 labeled + 1 blank = 9

That’s 27 eggs — but only 26 letters. So one egg must be extra or mislabeled?

Wait — perhaps the blank egg is meant to be matched with nothing? Or maybe it’s a trick?

Actually, let’s list all the uppercase letters present:

From Row 1: A, B, C, J, K, L, S, T, U
From Row 2: D, E, F, M, N, O, V, W, X
From Row 3: G, H, I, P, Q, R, Y, Z

Now let’s sort them alphabetically:

A, B, C, D, E, F, G, H, I, J, K, L, M, N, O, P, Q, R, S, T, U, V, W, X, Y, Z

That’s all 26 letters! So where is the 27th egg?

Ah — in Row 3, the last egg is yellow and has no letters. But we already have Z,z in the second-to-last egg.

So the 27th egg is empty — probably just decorative or a mistake? But in the context of the task, since every other egg has a correct uppercase-lowercase pair, and all 26 letters are accounted for, the task is complete.

Therefore, the solution is: All the eggs except the last yellow one are correctly matched. The last yellow egg has no letters and doesn’t need to be matched.

But wait — maybe the task is to identify which egg is mismatched? Let’s double-check each pair.

Check each:

A-a ✔️
B-b ✔️
C-c ✔️
J-j ✔️
K-k ✔️
L-l ✔️
S-s ✔️
T-t ✔️
U-u ✔️
D-d ✔️
E-e ✔️
F-f ✔️
M-m ✔️
N-n ✔️
O-o ✔️
V-v ✔️
W-w ✔️
X-x ✔️
G-g ✔️
H-h ✔️
I-i ✔️
P-p ✔️
Q-q ✔️
R-r ✔️
Y-y ✔️
Z-z ✔️

All 26 are correct. The 27th egg is blank — so it’s not part of the matching.

Thus, the answer is: All letter pairs are correctly matched. There is one extra egg with no letters.

But since the task is called “Alphabet Letter Match”, and all 26 letters are properly paired, the job is done.

Final Answer: All uppercase and lowercase letters are correctly matched. The last yellow egg has no letters and is not part of the matching task.