Which number is missing from this series? 431 , ____ , 433 , 434 , 435 , 436.

The given series is:

\[ 431, \, \_\_\_\_, \, 433, \, 434, \, 435, \, 436. \]

To find the missing number, let's analyze the pattern. Observing the series, it appears to be a sequence of consecutive integers. We see:

1. 431
2. (missing number)
3. 433
4. 434
5. 435
6. 436

Since 433 is the third number in the series, the number before it should be 432, as it is the immediate predecessor of 433.

Therefore, the missing number in the series is **432**.

### Would you like further details or have any other questions?

Here are 5 related questions that might interest you:
1. How do we identify patterns in number series?
2. What are arithmetic and geometric sequences?
3. Can you explain the Fibonacci sequence?
4. How can missing terms be found in a geometric progression?
5. How to solve problems involving number patterns and sequences?

**Tip:** When solving number series problems, look for patterns such as addition, subtraction, multiplication, division, or a combination of these operations.

Discover how to find the missing number in the series 431, ____, 433, 434, 435, 436. This problem involves identifying patterns in number sequences, specifically consecutive integers. Suitable for students in Grades 4-6.

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