Question

write three consecutive successors of 999

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Answer 1

Answer:

1000

1001

1002

are the three consecutive successors of 999

Answer 2

Answer: $1000,1001,1002$

Step-by-step explanation:

The number that is written immediately after the number is called its successor. The predecessor of $2$ is $1$ and the successor of $2$ is $3$.

Numbers that follow each other in regular order or counting patterns are called consecutive numbers. They are written in a row where the difference between the numbers is fixed and where no numbers are skipped between them.

The terms successor and predecessor of a number are terms that are exactly after or before a specific number, respectively. Simply put, successor and predecessor of a number are called as after a particular number and before a particular number.

Predecessor refers to the previous term of a particular term, while successor refers to the next term of a particular term. If we want to find the successor of an integer, we have to add one to the given number. And if we want to find the predecessor of a particular number, we have to subtract one from the given number.

Hence the consecutive successors of  $999$ will be $1000,1001$ and $1002.$

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