0,3,8,15,24… () (number 2010)

RELATED INFORMATIONS

• 1. Arrange 3 numbers in turn (4) Use your conjecture to calculate the sum of all the numbers of the new number string generated after the 2010 operation? Subtract the number on the left from the number on the right, and write the difference between the two numbers to generate a new number string: 3,6,9, - 1,8, which is called the first operation. After the second operation, a new number string can be generated: 3,3,6,3,9, - 10, - 1,9,8. Continue to operate like this, and ask: (4) use your conjecture to calculate the sum of all numbers of the new number string generated after the 2010 operation?
• 2. What's the 36th number in math problem 5 7 9 11 down 3 8 15 24 35 up 3 8 15 24 35 ————————Find out the law of up and down, and calculate the number of the 36th digit with the fastest speed! 5 7 9 11
• 3. Observe the law of the following column and fill in the blanks: 0, 3, 8, 15, 24 Then its number 2002 is______ ．
• 4. Observe the law of the following column and fill in the blanks: 0, 3, 8, 15, 24 Then its number 2002 is______ ．
• 5. What is the number 2002 of 0,3,8,15,24
• 6. 0,3,8,15,24, (), (), ()... The number 2003 is
• 7. Finding the law in the first day of junior high school Don't be too simple·
• 8. （1）、 3、 4、 7、 9、 11、 14、 （15） （19） （2）、 196、 148、 108、 76、 （52） （36） （3）、 1、 2、 4、 4、 9、 8、 16、 16、 （25） （32）
• 9. one 2 3 4 5 6 7 8 9 10 11 12 13 14 15 …………………………………… What line should 2005 be on? What number from left to right on this line Calculate 1 + 1 / (1 + 2) + 1 / (1 + 2 + 3) + 1/(1+2+3… ＋2005）
• 10. Several mathematical problems for finding laws will be solved today 1. Observe the following equation: 9-1=8 16-4=12 25-9=16 36-16=20 …… Let n (n is greater than or equal to 1) denote a natural number. Let n denote the law as () 2. Xiaohong from a to B, at the speed of 2 meters per minute, she first forward 1 meter, then backward 2 meters, then forward 3 meters, then backward 4 meters According to this rule, one hour later, she is () meters away from the ground 3. The two electric toy cars a and B run from both ends of the track at the same time. Car a runs 5 cm per second, car B runs 1 cm in the first second, 2 cm in the second second, and 3 cm in the third In this way, when the two cars meet, they travel the same distance. Then the track length is () cm 4. The surface area of the first figure is 6 square units, the surface area of the second figure is 18 square units, and the surface area of the third figure is 36 square units. According to this rule, the surface area of the fifth figure is () square units
• 11. Find the rules and fill in the number questions 11, 12, 14, x, 26, 42 11,12,14,X,26,42 Excuse me x is what. Urgent. Cannot do. Sweat
• 12. 11 12 14 () 26 42 fill in 2 5 14 41 () ()
• 13. One eighth × 45 plus one eighth times 46 minus 0.375
• 14. Calculation: 76 × (123 − 153) + 23 × (153 + 176) − 53 × (123 − 176)=______ ．
• 15. 1. How many minutes is three fifths of an hour? How many meters is two fifths of a kilometer 1. What is three fifths of an hour 2. How many meters is two quarters of a kilometer
• 16. Calculation: 11 × 2 + 12 × 3 + 13 × 4 + 14 × 5 + +12005×2006=
• 17. Calculation limit limx2-2x-3 / x2-9
• 18. What is the reason for the highest ocean temperature in the southern hemisphere in a few months
• 19. Is 2012 a leap year? How to calculate it
• 20. Given that point P is a point outside circle C: x2 + y2 = 1, let K1 and K2 be the slopes of two tangent lines of circle C passing through point P respectively. (1) if point P coordinates are (2, 2), find the value of K1 · K2; (2) if K1 · K2 = - λ (λ≠ - 1, 0), find the equation of locus m of point P, and point out the type of conic where curve m lies