Every natural number except _______ has a predecessor.
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Every natural number except 1 has a predecessor.
- The numbers are separated into different groups and numbers from one to infinity are known as natural numbers.
- To obtain a number's predecessor, we can reduce the number by one i.e., taking the previous number.
- When we take the predecessor of 1, we get 0.
- But it is not natural and so, one cannot have a predecessor that is also a natural number.
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Answer:
The correct answer for the blank space is 1.
Step-by-step explanation:
- The natural numbers always comes in a sequence.
- The series of the natural number does nor contains the negative numbers it always contains the positive number.
- These typed of the number represents the set or group of the whole numbers.
- The number 1 never has the predecessor.
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