Question

Конфета гулливер и плитка шоколада стоит 84 руб а плитка шоколада и 5 конфет гулливер стоят 196 руб . во сколько раз плитка шоколада дороже, чем конфета гулливер схема тоже нужна

Answer 1

  5-1=(к) 4 конфеты больше
 196 - 84 = 112(руб) стоят 4 конфеты
 112:4=28(руб) стоит одна конфета 
 84-28=56(руб) стоит плитка шоколада
 56:28=2(раза)
Ответ: в 2 раза дороже стоит плитка шоколада.

Answer 2

1) 5 - 1 = (на) 4 конфеты больше
2) 196 - 84 = 112(руб) стоят 4 конфеты
3) 112 : 4 = 28(руб) стоит одна конфета
4) 84 - 28 = 56(руб) стоит плитка шоколада
5) 56 : 28 = 2(раза)
Ответ: в 2 раза дороже стоит плитка шоколада.

Answer 3

Calculating the Price Difference

To calculate the price difference between a Gulliver candy and a chocolate bar, we can use a system of equations. Let's denote the price of the chocolate bar as x and the price of the Gulliver candy as y.

We have the following information: 1. A Gulliver candy and a chocolate bar together cost 84 rubles: x + y = 84. 2. A chocolate bar and 5 Gulliver candies together cost 196 rubles: x + 5y = 196.

To solve for x and y, we can use the substitution method or the elimination method.

Solving the System of Equations

Using the substitution method, we can solve for x and y as follows:

From the first equation, we can express x as x = 84 - y.

Substituting this expression for x into the second equation, we get: (84 - y) + 5y = 196.

Solving for y: 84 - y + 5y = 196 84 + 4y = 196 4y = 196 - 84 4y = 112 y = 112 / 4 y = 28.

Now that we have the value of y, we can find the value of x using the first equation: x = 84 - 28 x = 56.

Calculating the Price Ratio

Now that we have found the prices of the chocolate bar and the Gulliver candy, we can calculate the price ratio.

The price of the chocolate bar is 56 rubles and the price of the Gulliver candy is 28 rubles.

The chocolate bar is 2 times more expensive than the Gulliver candy.

So, the chocolate bar is 2 times more expensive than the Gulliver candy.

This calculation is based on the given information and the solution of the system of equations.

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