Question

Длина прямоугольного параллелепипеда равна 18 сантиметров высота 15 сантиметров объем 3240 сантиметров в кубе найти ширину данного параллелепипеда

Answer 1

V=a*b*c
a=18 cm
b=15 cm
c- ширина.
c=V/a*b
c=3240 cm^3/18*15 cm^2 = 3240 cm^3/270 cm^2=12 cm

Answer 2

Finding the Width of a Rectangular Parallelepiped

To find the width of the rectangular parallelepiped, we can use the formula for the volume of a rectangular parallelepiped, which is given by V = a * b * c, where a, b, and c are the length, width, and height of the parallelepiped, respectively. We are given the length (a) as 18 centimeters, the height (c) as 15 centimeters, and the volume (V) as 3240 cubic centimeters.

Using the given information, we can solve for the width (b) using the formula V = a * b * c.

Given: - Length (a) = 18 cm - Height (c) = 15 cm - Volume (V) = 3240 cm^3

Using the formula V = a * b * c, we can solve for the width (b): 3240 = 18 * b * 15

Now, let's solve for the width (b): b = 3240 / (18 * 15)

Calculating the Width: b = 3240 / (18 * 15) b = 3240 / 270 b = 12

Answer: The width of the given parallelepiped is 12 centimeters.