On a road, on one side stood the wolf, and on the other stood the sheep, and the wolf did not go to

The wolf is a little gray gray sheep is a sheep village...

The wolf is in love with the sheep, the madness of love.

Because what he saw was a pleasant goat.

There is also a person who is a hunter.

There must be a river blocking it.

There is a river in the middle of the road, and anything is possible.

Wolves and sheep are both forest animal signs, or blind wolves.

The sheep was a wolf in sheep's clothing.

Or. The wolf is a sheep in wolf's clothing.

I went back to make the red wolf happy.

Because the wolf is a gray wolf, and the sheep is a pleasant goat.

A sheep was grazing, a wolf passed by, but did not eat a sheep shrimp (blind), and another wolf passed by, still did not eat a sheep.

Right shrimp, the third wolf passed by, the sheep yelled at the wolf, the wolf still didn't eat the sheep lobster shrimp (take the meaning: blind), the shrimp (take the meaning: both blind), the lobster (take the meaning: deaf and blind).

1.Shrimp (blind) 2Sea shrimp (also blind) 3Lobsters (both deaf and blind).

If you are not sick, the sheep is sick.

You'll have to ask aliens this question!!

1.A sheep is grazing, and a wolf is passing by, but not the sheep (guess an animal).

The riddle and the answer is: shrimp (blind).

2.Another wolf passed by, but still didn't eat the sheep (guess an animal).

Guess the riddle and the answer is: shrimp (blind).

3.The third wolf passed by, and the sheep screamed, but it had not eaten the sheep (guess an animal) Guess the riddle and the answer was: Guess the riddle Answer: Lobster (deaf and blind).

Lobster, because the wolf was deaf and blind.

It's not an idiom, it's a brain teaser.

1. A sheep is grazing, and a wolf passes by and does not eat the sheep.

2. Another wolf passed by, but still did not eat the sheep.

3. The third wolf passed by, and the sheep yelled at the wolf, but the wolf still didn't eat the sheep.

Answer: shrimp (blind), shrimp (blind), lobster (deaf blind).

A sheep was grazing, and a wolf passed by without eating the sheep. (Shrimp).

2.Another wolf passed by, but still did not eat the sheep. (prawns).

3.The third wolf passed by, and the sheep yelled at the wolf, but the wolf still did not eat the sheep (lobster).

A sheep grazes, and a wolf passes by.

over, but did not eat sheep a shrimp (blind), again.

A wolf passed by, but still did not eat the sheep.

(prawns).The third wolf passed by, and the sheep yelled at the wolf, wolf.

Still haven't eaten sheep lobster.

Shrimp (meaning: blind), shrimp (meaning: both blind), lobster (meaning: deaf and blind).

This is an application problem of a two-dimensional equation in algebra, and my solution idea and process are as follows.

First, set up unknowns.

Suppose: The flock on the hill has x sheep, and the flock under the hill has y sheep.

Then: according to the known conditions: if the sheep on the mountain go to the bottom of the mountain, there are the same number on both sides of the mountain, there is x-1=y+1;

According to known conditions: if one sheep from the mountain go to the mountain, there will be twice as many sheep on the mountain as at the bottom of the mountain, with x+1=2(y-1).

Solution: x-1=y+1; x+1=2(y-1) binary linear equations get x=7, y=5, that is, there are 7 sheep on the mountain and 5 sheep under the mountain.