In the game, 80% of ripe watermelon, the rest underripe

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The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 r

Additional information

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

The task of the theory of probability
In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 ripe;
b) not all ripe.

In the game, 80% of ripe watermelon, the rest underripe. Randomly selected four watermelon. What is the probability that among them:
a) at least 3 r

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