123456 make up two three digit numbers. Each number can only be used once. What is the minimum difference between the two three digit numbers?

forty-seven
412-365 = 47

RELATED INFORMATIONS

1. 9 times the square root of 10 ^ 4
2. If the equation 25 - | x + 1 | - 4 × 5 - | x + 1 | = m has real roots, then the value range of real number m is () A. m＜0B. m≥-4C. -4≤m＜0D. -3≤m＜0
3. How to check the equation 4x-18 times 2 = 20
4. The solution equation is: 1) X-1 of 2x-1 + 5x-8 of 1-2x = - 3 (2) 3-x of 1-x - 7-x of 5-x = 1 - X & # 178; - 8x + 7 of 7 x²-2
5. Four real numbers are known, the first three are equal difference sequence, the last three are equal ratio sequence, the sum of the middle two numbers is 10, and the difference between the fourth number and the first number is 36 Find the fourth number
6. A seven digit password composed of 123456
7. Self made a rational number mixed operation problem and solution, requires the addition, subtraction, multiplication, division, the power of undocumented operation; divisor is negative; equal to 2012
8. Given that x = 2 is the solution of equation 6x-3x + 4 = 0, find the square of m-2m
9. 0.4x + 7 * 3 = 69 solved by equation Please don't be brief
10. Solving equation 25 × 0.36 = 15 + 25% X
11. There are four real numbers. The first three numbers form an equal ratio sequence, and their product is - 8. The last three numbers form an equal difference sequence, and their product is - 80
12. Solution equation: 8x-2.8 = 40-x
13. How to solve equation 0.2 times 8 plus 0.4x equals 18?
14. If the equation x ^ 2 + MX + 1 = 0 of X has two unequal real roots, the value range of real number m is as follows: A. (- 1,1) B, (- 2,2) C, (negative infinity, - 2) ∪ (2, positive infinity) d, (negative infinity, - 1) ∪ (1, positive infinity)
15. Let the square of the process (the square root of 2 + 2) = a + B times the square root of 2, a + B= a. B is a rational number
16. How many 5-digit numbers can 123456 be composed of
17. There are four real numbers. The product of the first three arithmetical sequences is 216, and the sum of the last three arithmetical sequences is 24
18. The solution equation: (40-0.8x) &# 178; + (30-0.5x) &# 178; = 16 & # 178;
19. 3x + 1 / 4 = 3 / 5 solution equation
20. It is known that the first three numbers of four positive real numbers are equal difference sequence, the last three numbers are equal ratio sequence, the sum of the first and the third is 8, and the product of the second and the fourth is 36 (II) if the first three numbers are the first three terms of the arithmetic sequence an and the last three numbers are the first three terms of the proportional sequence BN, let CN= an.bn To find the first n terms and TN of the sequence CN