How to memorize numbers quickly? A method of memorizing numbers quickly.
When a number needs a single conversion, it should be as close as possible to the original number pronunciation, and the closer the better, or it can appear in common pronunciation.
For example, 1 can be converted into pronunciation? Clothes? Can it also be converted into common pronunciation? What? ; 0 can be converted to use pronunciation? Zero? Can it also be converted into common pronunciation? Hole? .
For beginners, in order to ensure the effect, it is best to make a rule and choose one of the two methods as their own fixed conversion method to avoid the confusion caused by too many numbers when restoring to the original data. Here we convert the Arabic numeral 10 from 0 to 9, and the comparison is as follows:
0 has been converted to:
Zero, Bell, Mausoleum, Ridge, Antelope, Neighborhood, Mausoleum, Collar, Cave, Barrel, Moving, Communication, Frozen, East and Cave;
1 is converted to:
1. Clothing, leaning, leaning, chair, instrument, righteousness, art, benefit, medicine, waist, medicine, spoon, shake,
Yao, mobile phone, demon, Yao;
2 converted into: two, two, two, one, hunger, evil, two, cool, beam, two, quantity;
3 is converted into: 3. Mountain, umbrella, scatter, flash, mountain, kindness, hairpin, fan;
4 is converted into: 4. Lions, temples, things, yes, death, Si, Si, tears, teachers, private, Si, shit;
5 Convert to:
Five, I, house, fog, don't, nothingness, dance, hu, hu, wu, wu, father, wu, wu;
6 is converted into: 6. Liu, Liu, Liu, Liu, Niu, Liu, Liu;
7 is converted into: seven, wife, habitat, food, chess, flags, utensils, west, sadness, qi, qi, masonry, begging, qi;
8 is converted into: 8. Send, dad, dial, climb, roast, dam, melon, bully, hit, target;
9 is converted into: nine, wine, uncle, old, moxibustion, leek, long, carving, Xun, dove;
When we convert a single digital data into homophones or common pronunciations, we give the data new vitality. When we remember it, it will make the brain produce new associations, which will radiate special or novel meanings and make us really unforgettable.
Now, let's look at the following materials. After homophonic conversion, the memory is very simple.
Example 1: 5870 19484
Homophonic conversion: I will pick you up (5870) to get medicinal liquor (0 19). Is it (484) Example 2: 1644?
Homophonic conversion: a dead body all the way (1644) Example 3: 8953 1355 1749.
Homophonic conversion: flash hip flask (895) (3 13) dance waist (55 1) eat wine (749)2.
When text and multi-digit digital data exist at the same time, the images and pictures should be as strange, vivid and lively as possible when the whole conversion is carried out. Especially when memorizing multiple data, the memory effect will be better if we can organize a main line to connect the converted data in series and add some external connections.
Experience of memorizing numbers quickly
1, remember numbers, use? Do you see it? No need? Listen. . Do you want to use it when you remember it? Reflection? No need? Reading? .
Do you have the feeling that a familiar mobile phone number, read in another way, seems strange? But writing in another way makes no difference. This is because when we remember, we are not naturally associated with the context we hear or see, but our eyes are much faster and more agile than our ears.
Take the string of figures just now:
540 3 10 269 7887
5403 1026 97887
5403 1 026 97887
From the reading point of view, these three segmentation methods seem to be very different, but there is little difference between them. And it is particularly easy to be regarded as the first one because there are two zeros at the end, which rhymes well.
Similarly, when remembering, the memory efficiency of meditation is not as good as that of reflecting digital images in your mind. The champion of "Lucky 13", remember that it takes 2 seconds for the number of 13. How to use it? Reading? Certainly not, because you can't read 13 digits in 2 seconds, so what method is used? Reflection? . Let's engrave the shape of 13 number in your mind first ~
Say it again? Reading? There is another reason, see 4.
2. Try not to use long bytes to remember short bytes.
I saw someone write pi like this: I wish I had a big container of coffee, and write 3. 14 15926 in bytes per word. This method is generally not worth the loss. By the time you finish reading this sentence, I have read these seven numbers several times ~
For another example, many people remember the English of the eight planets (the original nine planets) in this way.
My very good mother just sent us nine pizzas.
My well-educated mother showed us nothing.
Just use your initials, but I don't particularly recommend it.
Why not use a shorter one: move my (J) grandson.
3. Cyclic memory and associative memory.
The memory of cyclic knots is very simple, such as the first 9 digits of e: 2.7 188 1828,
Simply divided into 2.7 1828 1828. It doesn't take time to remember.
Associative memory: For example, the surface area of the earth is 5 1 100 million square kilometers, um, Mayday.
The ocean area is 36 1 100 million square kilometers. Oh, Children's Day. The geography teacher said that. This is also very simple.
4. Enhance the sensitivity of logarithm.
This method is mine? Black weapon? . I am a person who likes logarithm and number theory very much. Many numbers are remembered like this:
Isn't this the largest prime number in 100?
153? Narcissus? Number (in the same way, 370,371,etc. )
The first three digits of the fractional part of 236 \sqrt{5}, the square root number, similarly, 414,732, and so on.
There are 32 divisors with the largest divisor in 840 1000 (such as 48,60,120,240,2520,5040, etc.). ), which is similar to the number with the largest divisor in n? Super composite number? 、? Maximum composite number? , is the most beautiful number)
945, the smallest miracle? Excess?
12966 to the fourth power (power number can be recorded in this way, this method is the most effective! For example, 625,4096 and so on. It would be better if you could remember the power of 1 to 32 and the square of 2 1 to 100. )
4649 11111= 239 * 4649 (it's a bit difficult to write down the factorization prime factor, you can remember that the 67th power of 2 is reduced1equals to 7665439.
The sum of 5050 1 to 100 and the sum number. Similarly, if you often practice the addition of 1 to 100 on the abacus when you were young, many numbers such as 2 10/0,300,666 and so on are easy to remember. )
6 174? Black hole? (495, too)
8 128? Perfect number? (28496 is everything. What about 220,284? Affinity? )
9376 has the same square four digits as itself, and it is the only four digits with this attribute.
142857 Isn't this the loop segment of 1/7?
There are many examples above, but the most commonly used are prime numbers and square numbers. In my opinion, decomposing prime factors is a very interesting thing. In junior high school, I took great pains to break down all the numbers within 1000. Now when you see the license plate number, you have the impulse to decompose the prime factor. In fact, this is very helpful for remembering numbers. It is not difficult to cultivate the feeling of logarithm from an early age, give stories or souls to numbers, and remember some seemingly meaningless number strings.
5, remember numbers, it is not recommended to use the same byte memory method.
For example, pi, a five-digit record seems to be very efficient, but it is actually easy to remember. For example, when I first saw the number101~120: 82148 0865132823 06647, I felt that I would remember it after reading it twice. After half a year, I accidentally remembered that it had been recorded as 82 1447. Stories? Otherwise it's easy to remember.
6. Summary: Remembering numbers is not a memory problem at all, but a mathematical problem.
This is a bit idealistic and can be ignored. In my opinion, numbers have souls, and their meanings are very rich. It's a bit blasphemous for me to remember them as meaningless bytes. Only by giving it a beating soul will it feel more cordial.
In addition, make up my humble opinion on memory:
Memory is very important. Personally, memory ability does not necessarily determine your upper limit, but it can determine your lower limit. There are indeed many scientists whose memory is not particularly good, and they can't remember anything, but those who have a good memory will not be bad as long as they don't work hard. There is such a classmate around me, who is not good at science at all, but has a good memory and can use many things. Later, he was admitted to a famous American school and recited the SAT. With a good memory, you can at least have your own skills than many people in society who don't know how to remember things, and you can take more exams to make a living.