Question

Коробка конфет весит 0,6 кг,а пачка печенья-0,25 кг. В бандероль можно упаковать не более 2 кг. 1) Можно ли отправить в одной бандероли 3 коробки конфет? 4 коробки конфет? 8 пачек печенья? 4 пачки печенья и 2 коробки конфет? 2) Составе другие наборы из конфет и печенья, которые можно упаковать в одну бандероль?

Answer 1

1. Да, можно 0,6*3=1,8кг
2. Нет. 0,6*4=2,4кг перевес))
3. Да. 0,25*8=2кг
4. Нет. 0,25*4+0,6*2=2,2кг
5. Можно 4 печенья и 1 коробку конфет; 3 печенья и 2 коробки конфет

Answer 2

Can three boxes of chocolates be sent in one package? What about four boxes of chocolates? Eight packs of cookies? Four packs of cookies and two boxes of chocolates?

According to the given information, the weight of one box of chocolates is 0.6 kg, and the weight of one pack of cookies is 0.25 kg. The maximum weight that can be packed in one package is 2 kg.

1) Can three boxes of chocolates be sent in one package? - The total weight of three boxes of chocolates would be 3 * 0.6 kg = 1.8 kg, which is less than the maximum weight limit of 2 kg. Therefore, three boxes of chocolates can be sent in one package.

2) What about four boxes of chocolates? - The total weight of four boxes of chocolates would be 4 * 0.6 kg = 2.4 kg, which exceeds the maximum weight limit of 2 kg. Therefore, four boxes of chocolates cannot be sent in one package.

3) Can eight packs of cookies be sent in one package? - The total weight of eight packs of cookies would be 8 * 0.25 kg = 2 kg, which is equal to the maximum weight limit of 2 kg. Therefore, eight packs of cookies can be sent in one package.

4) Can four packs of cookies and two boxes of chocolates be sent in one package? - The total weight of four packs of cookies would be 4 * 0.25 kg = 1 kg, and the total weight of two boxes of chocolates would be 2 * 0.6 kg = 1.2 kg. The combined weight would be 1 kg + 1.2 kg = 2.2 kg, which exceeds the maximum weight limit of 2 kg. Therefore, four packs of cookies and two boxes of chocolates cannot be sent in one package.

Please note that these calculations are based on the given weights of the items and the maximum weight limit for the package.