Question

Прямоугольный торт разрезали на два куска: прямоугольный для Карлсона и квадратный для малыша. Кусок Малыша имеет площадь на 6см2 меньше, чем у Карлсона, а периметр на - на 4см меньше. Найдите площадь торта.

Answer 1

Ответ:

ь

Пошаговое объяснение:

Answer 2

Solving for the Area of the Cake

To find the area of the cake, we can use the information provided about the pieces for Carlson and the little boy.

Let's denote: - A as the area of Carlson's piece, - B as the area of the little boy's piece, - P as the perimeter of Carlson's piece, - Q as the perimeter of the little boy's piece.

We are given that: 1. B = A - 6 (the little boy's piece has an area 6 cm^2 less than Carlson's piece) 2. Q = P - 4 (the perimeter of the little boy's piece is 4 cm less than Carlson's piece)

We need to find the area of the entire cake, which is the sum of the areas of Carlson's and the little boy's pieces.

Using the given information, we can solve for the area of the cake.

Calculating the Area of the Cake

Let's denote C as the area of the entire cake.

We know that: - C = A + B - P = 2 * (l + w) (where l and w are the length and width of Carlson's piece) - Q = 4 * s (where s is the side length of the little boy's piece)

By substituting the given relationships between A, B, P, and Q, we can solve for the area of the cake.

We have: - B = A - 6 - Q = P - 4

We can use these relationships to solve for the area of the cake.

Solution

Let's solve for the area of the cake using the given information: - B = A - 6 - Q = P - 4

By substituting the relationships between A, B, P, and Q, we can solve for the area of the cake.

We have: - B = A - 6 - Q = P - 4

Using these relationships, we can calculate the area of the cake.