1, find the greatest common divisor of numerator and denominator.

2. Divide the numerator and denominator by the greatest common divisor at the same time to get a new false score.

3. Divide this new false score to the reciprocity of numerator and denominator, that is, it can't be divided any more.

4. Write the numerator as an integer part with a fraction and the denominator as a fraction part with a fraction.

For example, the greatest common divisor of converting a 33/7 false score into a score is 7.

33 ÷ 7 = 4 ...5, so the new false score is 4+5/7.

The new false score is reduced to 4+5/7=4+5×( 1/7)=4 5/7.

Therefore, 33/7=4 and 5/7.

The skill of turning scores into scores;

1, the band score is intuitive and easy to read, which can directly express the size and structure of a score. In some application scenarios, such as engineering and physical calculation, it is more convenient to calculate and compare band scores.

2. Changing the score into a band score helps us to better understand the concept and nature of the score. The band fraction consists of an integer part and a decimal part, where the integer part represents the quotient of the original fraction and the decimal part represents the remainder. Through this form, we can understand the meaning and calculation method of the score more clearly.

3. Turning fractions into fractions can also help us solve some complicated math problems. For example, in some math competitions, in order to solve better, it is often necessary to turn some complicated scores into scores.

4. Turning fractions into fractions is also an effective way to inspire beginners in mathematics. By changing fractions into fractions, beginners can better understand the concept and nature of fractions and improve their mathematical thinking and calculation ability.

5. Turning fractions into fractions is an important mathematical skill, which is not only intuitive and easy to read, but also helps us to better understand the concept and nature of fractions, solve some complicated mathematical problems and inspire beginners in mathematics.

6. Turning fractions into banded fractions will also help us understand the general and approximate fractions of fractions. General fraction and approximate fraction are important concepts in mathematics, which can turn complex fractions into simple fractions. By changing fractions into fractions, we can better understand the principles and methods of general fractions and approximate fractions, and thus better solve the problem of fractional operation.