Question

Капітан, 4 пірати та папуга поділили 76 золотих монет по справедливості. Капітану дісталося в 5 разів більше золотих монет, ніж будь-якому з піратів, а папузі дісталося вдвічі менше золотих монет, ніж будь-якому пірату. Скільки монет дісталося кожному із них?

Answer 1

Нехай папузі х монет, тоді кожному пірату 2х, а капітану 10х
Рівняння х+2х+2х+2х+2х+10х=76
19х=76
х=4
Тоді папузі 4 монети
Кожному пірату по 8 монет
А капітану 40 монет

Answer 2

Problem Analysis

We are given that a captain, 4 pirates, and a parrot divided 76 gold coins fairly. The captain received 5 times more gold coins than any pirate, and the parrot received half the number of gold coins as any pirate. We need to determine how many gold coins each of them received.

Solution

Let's assume that each pirate received x gold coins. According to the given information, the captain received 5 times more gold coins than any pirate, so the captain received 5x gold coins. The parrot received half the number of gold coins as any pirate, so the parrot received 0.5x gold coins.

We can set up an equation to represent the total number of gold coins:

x + x + x + x + 5x + 0.5x = 76

Simplifying the equation:

9.5x = 76

Solving for x:

x = 76 / 9.5 = 8

Now that we have the value of x, we can determine the number of gold coins each person received:

- The captain received 5 times more gold coins than any pirate, so the captain received 5x = 5 * 8 = 40 gold coins. - Each pirate received x = 8 gold coins. - The parrot received half the number of gold coins as any pirate, so the parrot received 0.5x = 0.5 * 8 = 4 gold coins.

Therefore, the distribution of gold coins is as follows: - The captain received 40 gold coins. - Each pirate received 8 gold coins. - The parrot received 4 gold coins.

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