Choose the set of numbers from the four alternative sets that is similar to the given set.

Given set: (265, 392, 285)

Question

Choose the set of numbers from the four alternative sets that is similar to the given set.

Given set: (265, 392, 285)

Accepted Answer

#### Step 1: Analyze the Given Set
The numbers in the given set **(265, 392, 285)** follow a pattern based on their divisibility or arithmetic properties. Each number has distinct characteristics:  
- **265:** Odd number.  
- **392:** Even number.  
- **285:** Odd number.

#### Step 2: Compare Options
Evaluate each option to find a set with a similar pattern of odd and even numbers:  
1. **Option (a):** (373, 472, 366)  
   - Pattern: Odd-Even-Even (does not match).

2. **Option (b):** (343, 482, 360)  
   - Pattern: Odd-Even-Even (does not match).

3. **Option (c):** (363, 482, 361)  
   - Pattern: Odd-Even-Odd (matches).

4. **Option (d):** (373, 482, 366)  
   - Pattern: Odd-Even-Odd (matches).

#### Step 3: Conclusion
Both **Option (c)** and **Option (d)** match the pattern of odd-even-odd. However, **Option (d)** is closer in numerical similarity to the given set.

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Thus, the correct answer is **(d) (373, 482, 366)**.

Answer

Answer

Answer