Question

В волшебной пещере Алладин нашел сундук с сокровищами, в котором перстней было на 185 больше, чем браслетов. Ещё известно, что перстней было в 6 раз больше, чем браслетов. Сколько перстней и браслетов было в сундуке?

Answer 1

Браслетов Х 
перстней ( Х + 185 )

Х + 185 = 6Х 
5Х = 185 
Х = 37 ( браслетов )
37 + 185 = 222 ( перстня )
ОТВЕТ перстней 222 ; браслетов 37

Answer 2

Перстней-6х
браслетов-х
6х-х=185
5х=185
х=185:5
х=37
37- браслетов
37*6=222-перстней

Answer 3

Calculation of Rings and Bracelets in the Treasure Chest

To determine the number of rings and bracelets in the treasure chest, we can use the information provided in the question. Let's break down the given information:

- The number of rings is 6 times greater than the number of bracelets. - The number of rings is 185 more than the number of bracelets.

Let's assign variables to the unknown quantities: - Let x represent the number of bracelets. - The number of rings will be 6x. - The number of rings is also 185 + x.

To solve this problem, we can set up an equation:

6x = 185 + x

Now, let's solve for x:

6x - x = 185

5x = 185

x = 185 / 5

x = 37

Therefore, there were 37 bracelets in the treasure chest.

To find the number of rings, we can substitute the value of x into the equation:

6x = 6 * 37

6x = 222

Therefore, there were 222 rings in the treasure chest.

So, the total number of rings and bracelets in the treasure chest was 222 rings and 37 bracelets.