Question

В отделе насекомых (инсерктарии) зоопарка есть 8 жуков и пауков, всего у них 54 лапы. Сколько в отделе тех и других, если у жука 6 лап, у паука-8 Решить не уровнением С краткой записью

Answer 1

Ответ:

У пауков всегда 4 пары ног, то есть 8 лап, а у остальных насекомых-3 пары ног, то есть 6 лап.

Нам нужно составить уравнение.

Пусть пауков x, года жуков 8x.  И тогда получиться уравнение:

8x+48-6x=54

8x-6x=54-48

2x=6

x=6:2

x=3 (шт.)-в коробке пауков

8-3=5 (шт.)-в коробке жуков

Надеюсь помогла:)

Answer 2

Ответ:

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Answer 3

Calculation of Legs in the Insect Department

To solve this problem, we need to determine the number of insects in the department and calculate the total number of legs they have.

Given: - There are 8 beetles and spiders in the insect department. - The total number of legs among them is 54. - Beetles have 6 legs each, while spiders have 8 legs each.

Let's calculate the number of insects in the department and the total number of legs they have.

1. Calculate the total number of legs for the beetles: - Number of beetles: 8 - Legs per beetle: 6 - Total legs for beetles: 8 * 6 = 48 legs

2. Calculate the total number of legs for the spiders: - Number of spiders: 8 - Legs per spider: 8 - Total legs for spiders: 8 * 8 = 64 legs

3. Calculate the total number of insects in the department: - Number of beetles: 8 - Number of spiders: 8 - Total insects: 8 + 8 = 16 insects

4. Calculate the total number of legs for all insects: - Total legs for beetles: 48 legs - Total legs for spiders: 64 legs - Total legs for all insects: 48 + 64 = 112 legs

Therefore, in the insect department, there are a total of 16 insects with a combined total of 112 legs.