Question

На складе имеются конфеты трех видов :ириски ,карамель и шоколадные .Все ириски можно уложить в тири пакета по 4 кг в каждый Ирисок и карамели вместе на 14 кг больше ,чем шоколадных и ирисок .А шоколадных больше ,чем ирисок ,на 23 кг.Сколько всего конфет на складе ?

Answer 1

1)По условию, все ириски можно разложить в 3 пакета по 4 кг каждый=> всего было 3*4=12 кг ирисок.
2)23+12=35(кг)- шоколадные.
3)Пусть x- карамельки, тогда по условию
 12+x=14+35+12
x=49(кг)-Карамельки
4)А всего: 49+12+35=96(кг)
Ответ:всего 96 кг

Answer 2

Problem Analysis

We are given that there are three types of candies on a warehouse: iris candies, caramel candies, and chocolate candies. We have the following information:

- All iris candies can be packed into three bags, with each bag weighing 4 kg. - The combined weight of iris candies and caramel candies is 14 kg more than the weight of chocolate candies and iris candies. - The weight of chocolate candies is 23 kg more than the weight of iris candies.

We need to determine the total number of candies in the warehouse.

Solution

Let's assume the number of iris candies is x, the number of caramel candies is y, and the number of chocolate candies is z.

From the given information, we can derive the following equations:

1. The weight of iris candies is equal to the weight of 3 bags: 4x = 12 kg. (Each bag weighs 4 kg, and there are 3 bags.) 2. The combined weight of iris candies and caramel candies is 14 kg more than the weight of chocolate candies and iris candies: (x + y) = (z + x) + 14 kg. 3. The weight of chocolate candies is 23 kg more than the weight of iris candies: z = x + 23 kg.

We can solve these equations to find the values of x, y, and z.

Solving the Equations

Let's solve the equations step by step:

From equation 1, we have 4x = 12. Dividing both sides by 4, we get x = 3.

Substituting the value of x into equation 3, we have z = 3 + 23, which simplifies to z = 26.

Substituting the values of x and z into equation 2, we have (3 + y) = (26 + 3) + 14, which simplifies to y = 40.

Therefore, we have x = 3, y = 40, and z = 26.

Total Number of Candies

To find the total number of candies, we need to add the number of iris candies, caramel candies, and chocolate candies together.

The total number of candies is x + y + z = 3 + 40 + 26 = 69.

Therefore, there are a total of 69 candies in the warehouse.

Answer

There are a total of 69 candies in the warehouse.

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