Question

28 карандашей и фломастеры,которых 3 раза больше,чем карандашей,надо разложить поровну на семь столов. Можно ли это сделать?

Answer 1

28×3=84 фломастеров
84÷7=12 фломастеров на каждый стол
28÷7=4 карандаша на каждый стол

Answer 2

Problem Analysis

We have 28 pencils and markers, with the number of markers being three times the number of pencils. We need to distribute them equally among seven tables. The question is whether it is possible to do so.

Solution

To determine if it is possible to distribute the pencils and markers equally among the seven tables, we need to find out if the total number of pencils and markers is divisible by seven.

Let's calculate the total number of pencils and markers: - We have 28 pencils. - The number of markers is three times the number of pencils, so we have 3 * 28 = 84 markers.

The total number of pencils and markers is 28 + 84 = 112.

Now, we need to check if 112 is divisible by seven. If it is, then it is possible to distribute the pencils and markers equally among the seven tables.

Let's perform the calculation: 112 / 7 = 16

Since 112 is divisible by seven and the result is 16, it is possible to distribute the 28 pencils and 84 markers equally among the seven tables.

Conclusion

Yes, it is possible to distribute the 28 pencils and 84 markers equally among the seven tables. Each table will receive 16 pencils and 24 markers.