Question

ящик с деталями весит 99 кг а 8 таких же пустых ящиков весят 24 кг во сколько раз пустой ящик легче ящика с деталями2) измени вопрос задачи так что бы ее решение не изменилось 3) измени задачу так что бы новая задача стала сложнее данной Запиши и реши задачу

Answer 1

1) 1ящ с дет -99кг

8ящ без дет-24кг

24/8 =3 кг весит пустой ящик

99/3=33 раза 

2) Во сколько раз ящик с деталями тяжелее пустого ящика

3) Сколько весят детали в 8 ящиках?

99*8-24=792-24 =768 кг

 

Answer 2

Задач решает по действиям.

 

1) 24:8=3 вес пустого ящика

99:3=33 раза Это во сколько раз легче.

 

2)99*8-24=768.

Answer 3

Original Problem:

A box of parts weighs 99 kg, while 8 identical empty boxes weigh 24 kg. How many times is the empty box lighter than the box of parts?

Revised Problem (1):

How can the question be changed so that the solution remains the same?

Revised Problem (2):

How can the question be changed to make it more difficult than the original question?

Solution:

1. Original Problem: - Let's denote the weight of the empty box as x kg and the weight of the parts as y kg. - According to the problem, we have the following equations: - x = ? - y = 99 kg - 8x = 24 kg - We can solve for x using the second equation: - x = 24 kg / 8 - x = 3 kg - Therefore, the empty box is 33 times lighter than the box of parts.

2. Revised Problem (1): - To change the question while keeping the solution the same, we can modify the numbers in the problem without altering the relationships between them. For example, we can change the weight of the parts and the number of empty boxes while maintaining the same ratio between them.

3. Revised Problem (2): - To make the question more difficult, we can introduce additional variables or constraints that require more complex calculations or reasoning to solve. For instance, we could introduce a variable representing the weight of the box itself, in addition to the weight of the parts, and then ask for the combined weight of the box and the parts.

Feel free to let me know if you'd like to explore any other variations or have further questions!