Question

Журнал дороже газеты в 10 раз а вместе они стоят 110 р.сколько стоят они в отдельности.задачи на уравнивание

Answer 1

Х+10х=110
11х=110
х=110:11
х=10
10(рублей)—стоит газета
10×10=100(рублей)—стоит журнал

Answer 2

Пусть х руб. стоимость газеты, тогда стоимость журнала составит 10х руб.
Составим и решим уравнение:
10х+х=110
11х=110
х=110:11
х=10 (руб) - стоимость газеты.
10*10=100 (руб) - стоимость журнала.
Ответ: стоимость газеты 10 рублей, а стоимость журнала 100 рублей.

Answer 3

Task:

You need to find the individual prices of a journal and a newspaper. The total cost of both items is 110 rubles, and the journal is 10 times more expensive than the newspaper.

Solution:

Let's denote the price of the newspaper as x and the price of the journal as 10x. According to the given information, the total cost of both items is 110 rubles. We can express this as an equation:

x + 10x = 110

Solving for x will give us the price of the newspaper, and then we can find the price of the journal.

Calculation:

x + 10x = 110 11x = 110 x = 110 / 11 x = 10

So, the price of the newspaper is 10 rubles.

Now, we can find the price of the journal: 10x = 10 * 10 10x = 100

So, the price of the journal is 100 rubles.

Therefore, the newspaper costs 10 rubles and the journal costs 100 rubles.

Answer:

The newspaper costs 10 rubles and the journal costs 100 rubles.