Hurry, Hurry, Hurry!! A thousand pens in ten boxes, loaded with just a few pens, as long as I count

Updated on amusement 2024-06-29
13 answers
  1. Anonymous users2024-02-12

    For if there is a pencil in a box, each of which is 2, there are 10 possibilities if the number 999 does not exceed the number, each of which is twice the previous number.

  2. Anonymous users2024-02-11

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  3. Anonymous users2024-02-10

    You can think for yourself

  4. Anonymous users2024-02-09

    There are 33 boxes of Li Sleepy Lines, and 1 is left.

    Calculation process: 10 pens are packed with 1 box for every 3 pens, first of all, 10 pens are divided into 3 groups, each group is 3 rulers, then a total of 3 boxes can be loaded, and then the remaining 1 is packed separately into a box, so that a total of 4 boxes can be loaded, and then the remaining 6 pens are divided into 2 groups, each group of 3, a total of 2 boxes can be loaded, so a total of 6 boxes are loaded, and then the remaining 3 pens are divided into 1 group, and a box is packed separately, so that a total of 7 boxes can be loaded, and finally the remaining 2 sticks are divided into 2 groups, each group is 1, a total of 2 boxes can be loaded, so that a total of 9 boxes can be loaded, Then put the remaining 1 into a separate box, so that a total of 33 boxes can be contained, and there is 1 bottle left.

  5. Anonymous users2024-02-08

    The answer is that it can hold 3 boxes, and there is 1 pen left.

    Ideas: 10 pens every 3 boxes of Qi digging, you can see this problem as a belt Ling distribution problem, we can use 10 3 =, probably can be loaded with 3 boxes, but because the pen can not be split, the final result is that you can hold 3 boxes, there is still 1 pen left.

  6. Anonymous users2024-02-07

    A total of 3 boxes can be packed, and there is still 1 pen left in the shed.

    Each box contains 3 pens, that is, 10 pens are divided into 3 groups, each group of 3 comma rulers, 3 groups are 3 boxes, Shanpei still has 1 pen left, that is to say, a total of 3 boxes can be loaded, and there is 1 pen left.

  7. Anonymous users2024-02-06

    There are pens, between 20 and 30, evenly divided into boxes, each box has the same number of pens as the box, there are (5) boxes, each box contains (5) pens, and the perfect square number between 20 and 30 is only 25.

  8. Anonymous users2024-02-05

    This problem can be solved like this.

    9 9 = 81 sticks.

    972 81 = 12 boxes.

    A: There are 12 boxes of these pens.

  9. Anonymous users2024-02-04

    Between 20 and 30, only 25 is a full square number.

    25=5x5

    So there are 5 such boxes.

  10. Anonymous users2024-02-03

    If the fountain pen is 1 part, then the ballpoint pen is 2 parts, and the pencil is 3 parts, and the total number of these three pens must be a multiple of 6, that is, it can be divisible by 2 and 3 at the same time And because the number of pens in 3 boxes in 8 boxes is even, and the number of pens in 5 boxes is odd, according to even number + odd number = odd number, it can be known that 7 boxes containing pencils, ballpoint pens, and pens must have 3 boxes with even pens, 4 boxes with odd pens, and boxes with watercolor pens must contain odd pens Add up the numbers of pens in the 8 boxes: 1+7+2+3+3+3+3+6+3+8+4+2+4+9+5+1=64;Since 64-(4+9)=51 is exactly divisible by 3, the box with watercolor pens contains a total of 49 so the answer is: 49

  11. Anonymous users2024-02-02

    4 pencils, 2 ballpoint pens and 1 pencil, a total of 4 + 2 + 1 = 7 pens, and 2 ballpoint pens, that is, the probability of a ballpoint pen is 2 7

    The probability of not is 1-2 7 = 5 7

  12. Anonymous users2024-02-01

    Between 10 and 30, on average, in some flushing boxes, each box has the same digging pen and box, how many pens, how many boxes of first judgment nucleus?

    5x5=25

    So there are 25 pens, 5 boxes.

  13. Anonymous users2024-01-31

    Hello, a box of 12 colored pens, take out its 3 4, take out (9).

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What kind of content? What grade?