Question

Из трёх одиннаковых брусков сложили параллелепипед. Укажите измерения параллелепипеда.вычислите объём. ПОМОГИТЕ ПОЖАЛУЙСТА!!!

Answer 1

Длина 8см., ширина 4см., висота 30см.

8×4×30=960(см3)
960÷3=320(см3)
поставь спасибо

Answer 2

Finding the Dimensions of the Parallelepiped

To find the dimensions of the parallelepiped formed by stacking three identical bricks, we need to examine the available information. Unfortunately, the search results provided do not contain a direct answer to this question. However, we can make some assumptions based on the information available.

Since the three bricks are identical, we can assume that they have the same dimensions. Let's refer to the dimensions of one brick as length (L), width (W), and height (H).

Based on the available search snippets, we can find some possible values for the dimensions of the parallelepiped:

1. Option 1: - L = 120 - W = 90 - H = 40

2. Option 2: - L = 90 - W = 65 - H = 50

3. Option 3: - L = 60 - W = 40 - H = 65

Please note that these values are assumptions based on the search snippets and may not be accurate. It would be best to clarify the dimensions of the bricks or refer to a more reliable source for accurate information.

Calculating the Volume of the Parallelepiped

To calculate the volume of the parallelepiped, we can use the formula:

Volume = Length × Width × Height

Using the dimensions from one of the options mentioned above, let's calculate the volume:

Option 1: - L = 120 - W = 90 - H = 40

Volume = 120 × 90 × 40 = 432,000 cubic units

Option 2: - L = 90 - W = 65 - H = 50

Volume = 90 × 65 × 50 = 292,500 cubic units

Option 3: - L = 60 - W = 40 - H = 65

Volume = 60 × 40 × 65 = 156,000 cubic units

Again, please note that these volume calculations are based on the assumed dimensions and may not be accurate. It is recommended to verify the dimensions of the bricks or consult a more reliable source for accurate information.

I hope this helps! Let me know if you have any further questions.