When to use the tail-cutting method and when to use the one-step method in solving mathematical problems

First, the "one China, one method" is generally used to solve the following problems with remainder:

1. It takes more than one car to transport a pile of goods by car.

2. The number of bottles required for oil, drinks, etc. Use a bottle.

3. Exercise questions:

(1) Dad bought 33 badminton boxes for Wang Peng, 1 packed 6 badminton boxes. How many boxes should I pack at least?

33÷6=5 (pieces) ... 3 (pieces)

5+ 1=6 (pieces)

A: At least six cases should be packed.

Each sack can hold 5 kilograms of grain. There are 48 kilograms of grain now. How many sacks do you need at least?

48÷5=9 (article) ... 3 kg

9+ 1= 10 (articles)

At least 10 bag is required.

Second, the "censoring method" is generally used to solve the following problems with remainder:

1, the number of clothes made of a batch of cloth.

2. The number of things bought with money.

3. How many cars can a batch of goods hold?

4. How many gift boxes can a ribbon hold?

5. Exercise questions:

(1) It takes 6 meters to make a sofa cover. /kloc-how many sofa cover can you make in 0/45 meters?

145÷6=24 (pieces) ... 1 (m)

You can be 24 sofa cover.

(2) Miss Wang sent 75 notebooks to the students, each with 4 notebooks. How many people can he distribute?

75÷4= 18 (pieces) ... 3 (pieces)

A: It can be distributed to 18 people.