Question

Ваня коллекционирует монеты и значки.Треть четверти всех монет составляет 12 монет,а четверть трети всех значков 12.Чего больше,монет или значков,у Вани в коллекции?

Answer 1

3/4 - это 12, значит 1/4 - это 4, следовательно всего монет у Вани 16.
Аналогично получаем, что значков у Вани 9
16>9

Ответ:Монет больше.

Answer 2

Analysis and Solution

To determine whether Vanya has more coins or badges in his collection, we need to compare the number of coins and badges based on the given information.

Let's break down the information provided:

- One-third (1/3) of all coins in Vanya's collection is equal to 12 coins. - One-fourth (1/4) of all badges in Vanya's collection is equal to 12 badges.

To find the total number of coins and badges in Vanya's collection, we can use the following equations:

- (1/3) * Total number of coins = 12 - (1/4) * Total number of badges = 12

Let's solve these equations to find the total number of coins and badges:

Calculation

Let's assume the total number of coins in Vanya's collection is C, and the total number of badges is B.

From the given information, we have the following equations:

- (1/3) * C = 12 - (1/4) * B = 12

Simplifying these equations, we get:

- C/3 = 12 - B/4 = 12

Multiplying both sides of the equations by their respective denominators, we get:

- C = 36 - B = 48

Answer

Based on the calculations, Vanya has 36 coins and 48 badges in his collection.

Therefore, Vanya has more badges in his collection compared to coins.

Please let me know if there is anything else I can help you with!