Question

Номер 437 Длина прямоугольного параллелепипеда равна а сантиметров ширина B сантиметров и высота C сантиметров Найдите объем площадь поверхности и сумму длин всех ребер этого параллелепипеда

Answer 1

V=aвc;
Sпов=2ав+2вс+2ас;
Сумма длин всех ребер=4а+4в+4с

Answer 2

Calculation of Volume, Surface Area, and Sum of Lengths of All Edges of a Rectangular Parallelepiped

To find the volume, surface area, and sum of lengths of all edges of a rectangular parallelepiped, we need to know the length (a), width (b), and height (c) of the parallelepiped.

Given: - Length (a) = 437 centimeters - Width (b) = B centimeters - Height (c) = C centimeters

We can use the following formulas to calculate the required values:

1. Volume (V) of a rectangular parallelepiped: - The volume of a rectangular parallelepiped is given by the formula: V = a * b * c.

2. Surface Area (SA) of a rectangular parallelepiped: - The surface area of a rectangular parallelepiped is given by the formula: SA = 2(ab + bc + ac).

3. Sum of Lengths of All Edges: - The sum of lengths of all edges of a rectangular parallelepiped is given by the formula: Sum of lengths = 4(a + b + c).

Let's calculate these values using the given information.

Calculation:

1. Volume (V): - V = a * b * c - V = 437 * B * C cubic centimeters

2. Surface Area (SA): - SA = 2(ab + bc + ac) - SA = 2(437B + BC + 437C) square centimeters

3. Sum of Lengths of All Edges: - Sum of lengths = 4(a + b + c) - Sum of lengths = 4(437 + B + C) centimeters

Please provide the values of B and C to calculate the volume, surface area, and sum of lengths of all edges of the rectangular parallelepiped accurately.