Let s help do this question, ask the god for help, how to do this problem?

No fish or meat, no chicken and duck, cabbage and tofu are indispensable, and nothing is taken. (It's okay to have no fish, no chicken and duck, but cabbage and tofu can't be less, and there is no charge.) ）

No fish, meat is also acceptable; No chickens, ducks are also acceptable; Cabbage tofu is not possible, less penny, do not take. (No fish and meat, no chicken and duck, no cabbage and tofu, no less.) ）

The first type of pause.

No fish or meat, no chicken and duck, cabbage and tofu are indispensable, and nothing is taken.

Meaning. It's okay to have no fish, it's okay to have no chicken and duck, but cabbage and tofu can't be less, otherwise it's not okay.

The second type of pause.

No fish or meat, no chicken and duck, cabbage and tofu are indispensable, and nothing is taken.

Meaning. If you don't have fish, you can do meat, you can't have chicken, you can't duck, you can't have cabbage and tofu, and you won't give money if you don't have a little less.

1.No fish or meat, no chicken and duck, cabbage and tofu are indispensable, and nothing is taken. It means that the conditions are not high, the food is not exquisite, and the salary is not paid;

2.No fish, meat is also acceptable; No chickens, ducks are also acceptable; Cabbage tofu impossibility. Nothing is taken. It means that the conditions are harsh, the meals are exquisite, and the salary cannot be less.

No fish or meat, no chicken and duck, cabbage and tofu are indispensable, and the style is not taken.

No fish, meat is also acceptable; No chickens, ducks are also acceptable; Cabbage tofu impossibility. Less wind and no text.

This type of accompaniment Libu chooses the adjective straight, straight hair.

Choose b, hair is a noun, and an adjective modifies a noun. Option A and option C are the two non-predicate forms of verbs, respectively. is an obfuscation option.

Choose the virtual to do the b, with the ......black hair should be filled in with a shape difference adjunct or adverb, straight (no adjective), so choose b

Select B. The meaning of this phrase is that Jack is a handsome boy with long black hair.

The straight smile word means "straight, not curved".

The meaning of this sentence is "Jack is a hailstorm handsome pot with black and straight hair." "Bu Jinhan.

The adjective adjective adverb is chosen, so choose b according to the meaning of the sentence.

Choosing the B adjective, straight, John was a very handsome boy with straight black hair.

Translation? 1.Mr. Wang asked me, do you have a refrigerator in your kitchen?

2.My mom asked me, "Where's your dad?" Did he go to work (if literally, did he go to the office)?

3.Boss asks: Is all the work done?

4.Mr. Barry asks: What happened in the accident?

5.Our teacher asked: Why didn't Ken come to school today?

6."My dad was born in 1960 and joined the army in 1978," Jack said.

7.She asked Eddard, "Don't you know I'm one of you?"

Solution: Set up a 74-inch color TV x set.

32*3+10=x

x=106A: 106 sets of 74-inch color TVs were shipped.

According to "10 more 74-inch color TVs than 3 times as many 53-inch color TVs".

It can be seen that the number of 53-inch color TVs is regarded as the unit "1", and the unit "1" is known, and the number of 74-inch color TVs shipped can be found by arithmetic

106 (sets).

If the problem calls for equations, think of it like this:

Because "the number of 74-inch color TVs shipped is 10 times more than 3 times that of 53-inch color TVs".

The number of 53-inch color TVs is 3 times less than the number of 74-inch color TVs is 10.

Solution: Set up x sets of 74-inch color TVs.

x-32×3=10

x-96=10

x-96+96=10+96

x=106A: 106 sets of 74-inch color TVs were shipped.

Set a 53-inch color TV as X and a 74-inch color TV as Y.

x=32y=3x+10, find the equation y, and solve the equation to find the y value of 106.

Hope it helps.

There are 74-inch color TVs and x sets.

x-10）÷3=32

x-10=32×3

x-10=96

x=96+10

x=106

The area of the green lawn is reduced by the round altar and then the sidewalk.