Free Fourth Grade Math Games for Home Learning or School by Games ... - Free Printable

The image shows a fun math game called "Shark Factors", designed to help students practice finding factors of numbers. Let's break down the task and solve it step by step.

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🔍 Understanding the Game:

- Objective: Players take turns rolling a die (or choosing a number) and then moving that many spaces on the board.
- Each space has a number. When you land on a number, you must find all the factors of that number.
- The shark in the middle contains factor pairs (numbers inside circles). You need to match the factor pairs from the shark with the number on the space you landed on.
- If your number has a factor pair that matches one of the numbers in the shark, you can claim that factor pair (like placing a counter or token).
- The player who collects the most factor pairs wins.

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🐠 How the Shark Works:

The shark is filled with numbers:
7, 9, 3, 6, 4, 5, 2, 8, 9, 8, 7, 1, 1, 1

These represent possible factors that appear in factor pairs for various numbers.

For example:
- 6 = 2 × 3 → so if you land on 6, you can claim the pair (2,3)
- 12 = 3 × 4 → you could claim (3,4) if available

But notice: the shark has repeated numbers like 9, 8, 7, 1 — meaning multiple factor pairs may use these.

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✔ Task: Solve the Problem

Since no specific question was asked (e.g., "What are the factors of 48?" or "Which number has 6 as a factor?"), we assume the goal is to understand how to play and perhaps demonstrate the process using an example.

Let’s walk through a sample move:

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🎲 Example Move: Land on 48

You roll and land on 48.

Now, find all factor pairs of 48.

#### Step 1: List factor pairs of 48
- 1 × 48
- 2 × 24
- 3 × 16
- 4 × 12
- 6 × 8

So the factor pairs are: (1,48), (2,24), (3,16), (4,12), (6,8)

Now look at the shark and see which of these factors are present:

Shark has: 7, 9, 3, 6, 4, 5, 2, 8, 9, 8, 7, 1, 1, 1

Check which factor pairs from 48 are in the shark:

- 3 → yes
- 4 → yes
- 6 → yes
- 8 → yes
- 2 → yes
- 1 → yes

So you can claim any of these pairs that exist in the shark.

For instance:
- (3, 16): 3 is in shark, but 16 is not → ✘
- (4, 12): 4 is in shark, 12 isn't → ✘
- (6, 8): both 6 and 8 are in shark → ✔ YES!
- (2, 24): 2 is in shark, 24 isn’t → ✘
- (1, 48): 1 is in shark, 48 isn’t → ✘

✔ So only (6, 8) is a valid pair both in the shark.

Thus, you would claim the pair (6,8) if you're playing.

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🧩 Strategy Tip:

To win, you want to land on numbers whose factor pairs match numbers already in the shark.

For example:
- Landing on 12 → factors: 1,2,3,4,6,12 → possible pairs: (2,6), (3,4), (1,12)
- (2,6): both in shark → ✔
- (3,4): both in shark → ✔
- So you can claim either!

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🔚 Summary:

Solution & Explanation:

- The game teaches factor identification.
- When you land on a number, list its factor pairs.
- Match those pairs to the numbers in the shark.
- Claim the factor pairs that both numbers appear in the shark.
- The player who claims the most such pairs wins.

👉 For example, landing on 48 allows you to claim (6,8) because both 6 and 8 are in the shark.

This game reinforces multiplication facts and understanding of factors in a playful way.

Let me know if you'd like a full solution for every number on the board!