Question

give the successor of each of the following number

(1) 1000906

(2) 2340700

Answer 1

(1) The successor of 1000906 is 1000907

(2) The successor of 2340700 is 2340701

Given :

The numbers 1000906 , 2340700

To find :

The successor of 1000906 and 2340700

Solution :

Step 1 of 2 :

Define successor of a number

For any given number N , the successor is obtained by adding 1 with the number

The successor of N = N + 1

Step 2 of 2 :

Find successor of 1000906 and 2340700

(1) The successor of 1000906

= 1000906 + 1

= 1000907

(2) The successor of 2340700

= 2340700 + 1

= 2340701

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Answer 2

The successor of 1000906 is $1000907$ and 2340700 is $\mathbf{2 3 4 0 7 0 1}$

Successor of a given number

The successor function or successor operation in mathematics sends a natural number to the next one. S denotes the successor function, hence $S(n) = n + 1. S(1) = 2$ and$S(2) = 3$ are two examples. One of the fundamental components of a primitive recursive function is the successor function.

Concept

For a given number N , Successor of (N) $=N+1$

Step by step solution

Given :

The two  numbers 1000906 and 2340700

Substitute the given values in above formula

(1) Successor of 1000906

$=1000906+1$

$=1000907$

(2) Successor of 2340700

$=2340700+1$

$=2340701$

Hence the successor of 1000906 is 1000907, and 2340700 is 2340701

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