Learn and know the **meaning of successor in math**. Generally, we will be hearing about the word “successor” in number system chapter. While studying about the numbers we will hear the word successor.

When we talk about **meaning of successor** definitely we should talk about predecessor also. These two words meanings i.e. successor and predecessor we should know. If you learn **what is the meaning of successor **then automatically one can understand what is predecessor. So first we will understand the meaning of successor.

**Meaning or definition of successor as follows:**

One more than the given number is called as a **successor**. For example, if “a” is a number then “a+1” is called as a **successor**. In another form, successor can be explained as “the immediate next number of the given number is called as successor”. Observe the examples given below; very easily you can understand the **meaning of successor**.

Examples:

If the given number is 7, then successor of 7 is (7+1) = 8.

The successor of the number 35 is equal to 36.

Some more examples:

Examples

**1 .If the successor of a given number is 69 then what is the number?**

Solution:

As the successor of the number is 69, so the number will be 68.

**2. The successor of a number is given as “p-1” then find the number.**

Solution:

Given that successor is “p-1”, so the number is “p-2”.

**3. The successor of first composite number is?**

Solution:

Do you know what is first composite number? The first composite number is 4. So, the successor of 4 is equal to 5.

**4. The successor of smallest two digit even number?**

Solution:

The smallest two digit even number is 10. The successor of the number 10 is equal to 11.

**5. Successor of greatest 5 digit number?**

Solution:

Greatest 5 digit number is 99999. Successor of 99999 is 100000.

**6. Successor of the number { 7 }^{ 2 } ?**

Solution:

We know that, { 7 }^{ 2 } is 49. So, the successor of the number 49 is equal to 50.

Hope I have given the sufficient examples on **successor**.

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