Welcome one and all to our **Puzzle of the Day**! Today, we’re delving into the fascinating world of numerical sequences.

Your task, should you choose to accept it, is to unravel a particularly intriguing mystery: What is the missing number in this logical sequence – **12, 4, 9, 7, 6, 10, ?**

You have a maximum of 20 attempts to find the answer and the sequence is depicted in the picture below.

Brain teasers such as this are not only fun but also a great workout for your mind. They challenge your cognitive abilities and stimulate your brain’s natural problem-solving skills.

So why not take a break from your daily routine and give this puzzle a shot? It’s not just about finding the missing number – it’s about pushing your mental boundaries and seeing things from a new perspective.

So go ahead and **challenge yourself**. Let’s see if you can crack this numerical code!

## Unraveling the mystery of the missing number in a logical sequence

Finding the missing number in a logical sequence can often present an intriguing challenge. In this instance, we are presented with a particular sequence: 12, 4, 9, 7, 6, 10 and you are asked to determine the missing number.

The key to solving this puzzle is recognizing the pattern or rule that dictates how each number is derived from its predecessor. This will require you to scrutinize each pair of successive numbers and observe any patterns in their differences or ratios.

Once you discern this rule, it becomes a simple task to apply it and find the next number in the sequence. To make your task easier, note that it’s not a simple arithmetic progression.

**Observation**, **critical thinking**, and **logic** are your most valuable tools here. Remember, solving these puzzles is not just about finding a solution but understanding the underlying logic.

When attempting to **find a pattern in a logical sequence**, it’s crucial to start by identifying the **basic building blocks** of the set. Observe the sequence carefully and look for **consistent changes** between elements.

It might be helpful to jot down these changes as you notice them. Studying these differences often leads to discovering the underlying pattern.

For example, if every number in a series is double the previous one, the pattern is multiplication by two. In a word sequence, you may notice a pattern relating to word length, alphabetical order, or syllable count.

Finally, don’t forget to **test your hypothesis**. Once you’ve identified a possible pattern, apply it to the sequence to see if it holds true.

**Hey there, Super Solver!** Have you **cracked the code** and found the solution? Can’t wait to see if you’ve conquered this challenge! **Let’s check** in the next paragraph if you’ve truly nailed it! Keep up the **amazing work!**

## Solution

We are incredibly pleased to reveal the solution to our intriguing challenge. The pattern in question was **3 (alternate -3 and +3)**. This might initially appear perplexing, but once we break it down, it becomes much clearer.

If you managed to find the answer in **less than 20 seconds**, we salute your quick thinking and sharp intellect. Challenges like these are a great way to keep our minds active and engaged, so well done on your impressive performance!

If you’ve completed our fun-filled tests, why not **challenge your friends or family** by sharing this article? We pour a lot of energy and creativity into crafting these entertaining games every day.

Your support, by **sharing this article on social networks**, brings us immense joy and satisfaction. So go ahead, put your loved ones to the test and let’s spread the fun together!