Question

Помогите решить задачу! В магазин привезли 8 коробок с расписными шкатулками и 15 коробок с резными шкатулками, с одинаковым количевством шкатулок в каждой коробке. Расписных шкатулок привезли на 448 штук менше чем резных. Сколько шкатулок каждого вида привезли в магпзин?

Answer 1

Расписных шкатулок менье,потому что коробок с ними меньше на 15-8=7 шт
в каждой коробке 448:7=64 шт
получается расписных=8 коробок х64шт в каждой коробки=512 шт
резных-на 448 шт больше=512+448=960 шт
Скорей всего такой вариант ответа,тк вариант 48:7=дробное число,а такого быть не может)))Рада помочь!)

Answer 2

Problem Analysis

To solve this problem, we need to determine the number of decorative boxes and carved boxes that were brought to the store. We know that there are 8 boxes of decorative boxes and 15 boxes of carved boxes, with the same number of boxes in each box. Additionally, we are given that there are 448 fewer decorative boxes than carved boxes.

Solution

Let's assume that the number of boxes in each box is represented by the variable 'x'.

We can set up the following equations based on the given information:

1. Number of decorative boxes = 8 * x 2. Number of carved boxes = 15 * x 3. Number of decorative boxes = Number of carved boxes - 448

We can solve these equations to find the value of 'x' and then calculate the number of decorative and carved boxes.

Calculation

Let's solve the equations:

1. Number of decorative boxes = 8 * x 2. Number of carved boxes = 15 * x 3. Number of decorative boxes = Number of carved boxes - 448

From equation 1, we have: Number of decorative boxes = 8 * x

From equation 2, we have: Number of carved boxes = 15 * x

From equation 3, we have: 8 * x = 15 * x - 448

Simplifying the equation: 7 * x = 448

Dividing both sides by 7: x = 64

Now that we have the value of 'x', we can calculate the number of decorative and carved boxes:

Number of decorative boxes = 8 * x = 8 * 64 = 512 Number of carved boxes = 15 * x = 15 * 64 = 960

Answer

Therefore, the store received 512 decorative boxes and 960 carved boxes.