Question

Стакан вмещает 228 мл фруктового коктейля. Коктейль состоит наполовину из апельсинового сока, на одну шестую из лимонного сока, а остальное -- яблочный сок. Сколько яблочного сока в стакане коктейля? Маша выпила половину стакана коктейля. Сколько лимонного сока в оставшейся части?

Answer 1

1)228:2=114(мл)-апельсинового сока.
2)228:6=38(мл)-лимонного сока.
3)114+38=152(мл)-апельсинового сока.
4)228-152=76(мл)-яблочного сока.
5)38:2=19(мл)
Ответ:76 мл яблочного сока;19 мл лимонного сока в оставшиеся части.

Answer 2

Calculation of Apple Juice in the Cocktail Glass

To calculate the amount of apple juice in the cocktail glass, we need to determine the proportions of each juice in the cocktail.

According to the given information, the cocktail consists of: - Half orange juice - One-sixth lemon juice - The remaining portion is apple juice.

Let's calculate the amount of apple juice in the cocktail glass.

1. Calculate the proportion of apple juice: - The cocktail glass holds 228 ml of fruit cocktail. - Half of the cocktail is orange juice, which is 228 ml / 2 = 114 ml. - One-sixth of the cocktail is lemon juice, which is 228 ml / 6 = 38 ml. - The remaining portion is apple juice, which is 228 ml - 114 ml - 38 ml = 76 ml.

Therefore, there is 76 ml of apple juice in the cocktail glass.

Calculation of Lemon Juice in the Remaining Portion

Now, let's calculate the amount of lemon juice in the remaining portion of the cocktail glass after Masha drank half of it.

1. Masha drank half of the cocktail, which is 228 ml / 2 = 114 ml. 2. The remaining portion of the cocktail is 228 ml - 114 ml = 114 ml. 3. Since the lemon juice constitutes one-sixth of the cocktail, the amount of lemon juice in the remaining portion is 114 ml / 6 = 19 ml.

Therefore, there is 19 ml of lemon juice in the remaining portion of the cocktail glass.

Please note that the calculations are based on the given information and assumptions made.