Question

Банки сидят Жуки и пауки их вообще число ног 54 Почему каждую паука по 8 на каждого по 6 Сколько в банках может быть Жуков и Сколько пауков найди все возможные решения

Answer 1

6х5=30           6х1=6
8х3=24           8х6=48
Итого 54        Итого 54 как т так

Answer 2

Number of Legs on Bugs and Spiders in Banks

According to the information provided, it is stated that bugs and spiders in banks have a total of 54 legs. Additionally, each spider has 8 legs, while each bug has 6 legs.

To find the number of bugs and spiders in the banks, we can set up a system of equations based on the given information.

Let's assume the number of spiders in the banks is represented by S, and the number of bugs is represented by B.

Based on the given information, we can write the following equations:

Equation 1: 8S + 6B = 54 (Total number of legs in the banks)

Equation 2: S + B = ? (Total number of bugs and spiders in the banks)

To find the number of bugs and spiders in the banks, we need to solve this system of equations.

Let's solve it step by step:

1. Rearrange Equation 2 to solve for S: S = ? - B

2. Substitute the value of S in Equation 1: 8(? - B) + 6B = 54

3. Simplify the equation: 8? - 8B + 6B = 54 8? - 2B = 54

4. Rearrange the equation to solve for B: 2B = 8? - 54 B = (8? - 54) / 2

5. Now, substitute the value of B back into Equation 2 to find S: S + (8? - 54) / 2 = ? S = ? - (8? - 54) / 2

Based on the given information, we don't have a specific value for the total number of bugs and spiders in the banks. Therefore, we cannot determine the exact number of bugs and spiders in the banks without additional information.

Please provide the total number of bugs and spiders in the banks, and I will be able to calculate the number of spiders and bugs separately.