Question

Как найти сторону параллелепипеда, если известен объем (44 куб. м) и две стороны? Стороны: в=8м, с=2м. Помогите!))

Answer 1

V = a * b * c
a = V / ( b * c)
а = 44 / (8 * 2 ) = 44 / 16 = 2,75 м

Answer 2

Finding the Side of a Parallelepiped Given the Volume and Two Sides

To find the third side of a parallelepiped when the volume and two sides are known, you can use the formula:

Volume = length × width × height

Given: - Volume = 44 cubic meters - Two sides: - Length (l) = 8 meters - Width (w) = 2 meters

Calculating the Height

To find the height (h), we can rearrange the formula for volume:

Height (h) = Volume / (length × width)

Substitute the given values: Height (h) = 44 / (8 × 2)

Height (h) = 44 / 16

Height (h) = 2.75 meters

So, the height of the parallelepiped is 2.75 meters.

Therefore, the three sides of the parallelepiped are: - Length (l) = 8 meters - Width (w) = 2 meters - Height (h) = 2.75 meters

This calculation is based on the formula for the volume of a parallelepiped and the given dimensions.

I hope this helps! If you have any other questions or need further assistance, feel free to ask!