Question

Решить задачу. В 9 упаковках 2 925 больших пуговиц, а в 8 упаковках 3 720 маленький пуговиц. узнай, на сколько меньше в одной упаковке больших пуговиц, чем маленьких.

Answer 1

2925:9=325(пуг) больших в 1 упаковке
3720:8=465(пуг) маленьких в 1 упаковке
465-325=140(пуг)
Ответ: на 140 пуговиц меньше

Answer 2

Problem Analysis

To solve this problem, we need to find the difference between the number of large buttons in one package and the number of small buttons in one package. We are given that there are 9 packages with a total of 2,925 large buttons, and 8 packages with a total of 3,720 small buttons.

Calculation

Let's calculate the number of large buttons in one package and the number of small buttons in one package.

Number of large buttons in one package = Total number of large buttons / Number of packages Number of small buttons in one package = Total number of small buttons / Number of packages

Number of large buttons in one package = 2,925 / 9 Number of small buttons in one package = 3,720 / 8

Solution

The number of large buttons in one package is 325. The number of small buttons in one package is 465.

To find the difference between the number of large buttons and small buttons in one package, we subtract the number of small buttons from the number of large buttons:

Difference = Number of large buttons - Number of small buttons

Difference = 325 - 465

Difference = -140

Therefore, in one package, there are 140 fewer large buttons than small buttons.

Note: The result is negative because there are fewer large buttons than small buttons in one package.