Question

Два одинаковых мороженых стоят 6 рублей. Сколько можоженых можно будет купить на эти деньги, если цена 1 мороженое снизится на 1 руб.а)1 б)2 в)3 г)4 д)5 е)6

Answer 1

6/2=3 старая цена
3-1=2 новая цена
6/2=3
Ответ: 3 штуки

Answer 2

3 штуки
1) 6/2=3 (руб) 1 мороженое по старой цене
2) 3-1=2 (руб) 1 мороженое по новой цене
3) 6/3=2 (шт) можно купить
свой комент:
нам бы за столько рублей морожку

Answer 3

Problem Analysis

We are given that two identical ice creams cost 6 rubles. We need to determine how many ice creams can be bought if the price of one ice cream decreases by 1 ruble.

Solution

Let's analyze the problem step by step:

1. Initially, two identical ice creams cost 6 rubles. 2. If the price of one ice cream decreases by 1 ruble, the new price of one ice cream will be 6/2 - 1 = 2 rubles. 3. To find out how many ice creams can be bought with the given amount of money, we need to divide the total amount of money by the price of one ice cream. 4. The total amount of money is 6 rubles. 5. The price of one ice cream is 2 rubles. 6. Therefore, the number of ice creams that can be bought is 6/2 = 3.

Answer: 3 ice creams can be bought with the given amount of money.

Explanation

Let's explain the solution in more detail:

Initially, two identical ice creams cost 6 rubles. This means that the price of one ice cream is 6/2 = 3 rubles.

If the price of one ice cream decreases by 1 ruble, the new price of one ice cream will be 3 - 1 = 2 rubles.

To find out how many ice creams can be bought with the given amount of money, we need to divide the total amount of money by the price of one ice cream.

The total amount of money is 6 rubles, and the price of one ice cream is 2 rubles. Therefore, the number of ice creams that can be bought is 6/2 = 3.

Answer: 3 ice creams can be bought with the given amount of money.