Two adjacent natural numbers must be coprime numbers______ (judge right or wrong)

According to the meaning of Coprime number, two numbers with only 1 common factor are called coprime numbers. Because 0 and 1 have no common factor, 0 and 1 are not coprime numbers. Therefore, two adjacent natural numbers must be coprime numbers. This statement is wrong. So the answer is wrong

Two adjacent natural numbers must be coprime

That's right

Two adjacent natural numbers must be coprime numbers?

Two adjacent natural numbers are coprime numbers. In the nature of integer division, there is an article: "the common divisor of two numbers should be able to divide the sum and difference of the two numbers." two adjacent natural numbers, their difference is 1. And the difference that can divide 1 is only 1, so the two adjacent natural numbers only have convention number 1. Then "two adjacent natural numbers should be coprime numbers"

RELATED INFORMATIONS

1. Two adjacent natural numbers must be coprime numbers______ (judge right or wrong)
2. If a natural number is represented by N, how can two adjacent natural numbers be represented? If the sum of the three natural numbers is 255, what are the three numbers?
3. The last 13 bits of the product of some continuous natural numbers 1.2.3 are all 0 What is the largest natural number?
4. The last 13 bits of the product of several continuous natural numbers 1,2,3... Are all 0. What is the largest word number?
5. Let 1, 2, 3 It is known that the last 13 digits of the product are all exactly 0. May I ask: what is the minimum natural number that appears at the end of multiplication?
6. A is a non-zero natural number. Among the true fractions whose denominator is a, the smallest is () and the largest is. Among the false fractions whose numerator is a The smallest is, the largest is
7. A natural number greater than zero multiplied by fractional product must be less than this number
8. The quotient of a natural number divided by a false fraction is less than the divisor, right Two numbers, no matter what, as long as the product is 1, they must be reciprocal to each other. Right If we say that "the area of corn field is equal to seven ninth of that of wheat field", then "the area of corn field is less than that of wheat field" Two out of nine. Right? Online waiting for the answer, offering a reward of 10 points
9. If we know that seven a is a false fraction and eight a is a true fraction, then a = () (a is a natural number)
10. 8 / X (x is a non-zero natural number), which is a true fraction; when x is (), it is the smallest false fraction; when x is greater than (), it is a true fraction; when x is greater than (), it is the smallest false fraction; When x is () Yes, it is the smallest composite number
11. If √ 26-n is an integer, find the value of natural number n Be careful! And there are negative integers
12. Why is the number in the sixth row and the forty fifth column arranged in the following order? "If the natural numbers are arranged in the following order, what is the number in the sixth row and the forty fifth column? 0 | 10 days and 1 hour to the end of the question | questioner: Seven_ Month_ Snow Report Why does it decrease from the first line to the sixth line There are also attached pictures to explain why they are not shown
13. Arrange the natural numbers according to the rules in Figure 1. Each natural number corresponds to a coordinate. For example, the coordinate corresponding to number 3 is (1,1) What is the coordinate of 2010? In which quadrant? Figure zhidao.baidu.com/question/389289072 .html
14. According to the rule in Figure 2-3, if the m-th number in line n is? (expressed by the algebraic formula of N, and N is greater than m), then the 2002 number in line 2001 should be one two hundred and thirty-four five thousand six hundred and seventy-eight ten trillion and one hundred and eleven billion two hundred and thirteen million one hundred and forty-one thousand five hundred and sixteen . Figure 2-3
15. Arrange the natural numbers as follows: 1. The last number in line 30 is () 2. There are () numbers in the first 40 lines. 3. The first number in line 28 is () one 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16
16. Is 1 a factor of any non-zero natural number correct? Give the reason
17. Is 4.0 a natural number set?
18. What are natural numbers and zeros?
19. Is 0 a natural number So far, I still don't know whether 0 is a natural number. Some people say yes, others say no. who can give an accurate answer, why, who can prove it. If not, you'd better have your opinion
20. Let the inequality 2 ^ n > n ^ 2 + 1 hold for any natural number n ≥ K. The minimum K value is__________