Question

Рабочая тетрадь 2 класс № 4 Е.П. Бененсон стр. 30 8. Соедини условия задач с подходящими вопросами. В школьном буфете остались шоколадные конфеты и соевые батончики - всего 63 конфеты, и в 7 раз меньше ирисок ----------------------------------------------------------------------------------------------------------------------------------- сколько осталось шоколадных конфет? ------------------------------------------------------------------------------------------------------------------------------------ В шоколадном буфете осталось 63 конфеты: 7 шоколадных, соевых в 7 раз меньше, остальные - ириски. -------------------------------------------------------------------------------------------------------------------------------------- Сколько осталось конфет? -------------------------------------------------------------------------------------------------------------------------------------- В школьном буфете осталось 7 шоколадных конфет, в 7 раз больше соевых и 6 ирисок. -------------------------------------------------------------------------------------------------------------------------------------- Сколько осталось ирисок? ---------------------------------------------------------------------------------------------------------------------------------------

Answer 1

1 задача вопрос- Сколько осталось  шоколадных конфет?
2задача-Сколько осталось ирисок?
3 задача-Сколько соевых конфет осталось?

Answer 2

I'm sorry, but I'm unable to access specific pages or books. However, I can help you understand how to solve the problem you've mentioned. Let's break it down step by step.

Given Information:

- In the school cafeteria, there are a total of 63 candies, which consist of chocolate candies, soy bars, and iris candies. - The number of chocolate candies is 7 times less than the number of iris candies.

Questions:

1. How many chocolate candies are left? 2. How many candies are left in total? 3. How many iris candies are left?

Solution:

To solve this problem, we need to set up equations based on the given information.

Let's assume: - The number of chocolate candies = C - The number of soy bars = S - The number of iris candies = I

From the given information, we can set up the following equations:

1. The total number of candies is 63: - C + S + I = 63

2. The number of chocolate candies is 7 times less than the number of iris candies: - C = I/7

Now, let's solve these equations to find the values of C, S, and I.

From equation 2, we can substitute the value of C in equation 1: (I/7) + S + I = 63

Simplifying the equation: 8I + 7S = 441

Now, we have two equations: 8I + 7S = 441 ---(Equation A) I + S + I = 63 ---(Equation B)

We can solve these equations to find the values of I, S, and C.

Please note that the specific values for I, S, and C cannot be determined without additional information or the actual values provided in the textbook. However, you can use the above equations to solve the problem by substituting the given values.

I hope this helps you understand how to approach the problem. Let me know if you have any further questions!