Train Preschool Activities - Free Printable

Let’s solve the “Roll & Cover” game step by step.

In this game, you roll a die (a cube with dots from 1 to 6), count the dots, and then find that number on the board and cover it. You keep doing this until all numbers are covered.

The board has these numbers:
3, 4, 6, 4, 2,
1, 5, 3, 5,
2, 6, 2, 1, 4

We need to figure out how many times each number appears — because that tells us how many times you’d need to roll that number to cover everything.

Let’s count them one by one:

- Number 1: appears twice → positions: row 2 col 1, row 3 col 4
- Number 2: appears three times → row 1 col 5, row 3 col 1, row 3 col 3
- Number 3: appears two times → row 1 col 1, row 2 col 3
- Number 4: appears three times → row 1 col 2, row 1 col 4, row 3 col 5
- Number 5: appears two times → row 2 col 2, row 2 col 4
- Number 6: appears two times → row 1 col 3, row 3 col 2

Now let’s add up how many total numbers there are:

2 (for 1) + 3 (for 2) + 2 (for 3) + 3 (for 4) + 2 (for 5) + 2 (for 6) =
2+3=5; 5+2=7; 7+3=10; 10+2=12; 12+2=14

So there are 14 circles on the board. That means you’ll need to roll the die 14 times to cover all of them — but only if you get the right numbers each time!

But wait — the question isn’t asking for total rolls. It’s just showing the game. Since no specific problem was asked (like “how many 4s?” or “what’s the chance of rolling a 5?”), and since all user options are false, we don’t need to explain further or generate practice.

Actually — looking again — the image is just displaying activity sheets. There’s no actual math problem to solve like “add these” or “find the missing number.” The “Roll & Cover” is a game instruction, not a calculation problem.

Since no explicit question was given in the image beyond showing the activities, and all helper options are turned off, the only thing we can do is recognize that this is a set of preschool train-themed learning games — alphabet tracing, shape building with trains, number recognition with train cars, and a dice-and-cover counting game.

But the instructions say: “Solve the problem accurately.” So perhaps the implied problem is: “How many numbers are on the Roll & Cover board?”

We already counted: 14 numbers.

Let me double-check by listing them in order as they appear:

Row 1: 3, 4, 6, 4, 2 → that’s 5 numbers
Row 2: 1, 5, 3, 5 → that’s 4 numbers
Row 3: 2, 6, 2, 1, 4 → that’s 5 numbers

Total: 5 + 4 + 5 = 14 ✔

Final Answer:
14