There are seven boys and seven girls in the calligraphy group, 2 1. How many times are there more girls than boys in the calligraphy group? How do you evaluate you?

The result is that the number of girls is three times that of boys.

Analysis: This question examines the application of division. The number of girls is a multiple of that of boys. According to the topic, there are 7 boys, 2 girls1,and the number of girls/boys is the required result.

The problem solving process is as follows:

Solution: 2 1÷7=3

A: The number of girls is three times that of boys, which is judged by calculation.

The nature of the division operation:

1. If a number is divided by (or multiplied by) a number and then multiplied by (or divided by) the same number, the number remains the same. For example: 68÷ 17× 17=68 (or 68× 17÷ 17=68).

2. A number divided by the product of several numbers can be divided by the factors in the product in turn. For example: 320÷(2×5×8)=320÷2÷5÷8=4.

3. The quotient of a number divided by two numbers is equal to the number divided by the dividend in the quotient, and then multiplied by the divisor in the quotient. For example: 56÷(8÷4)=56÷8×4=28.

If the product of several numbers is divided by a number, any factor in the product can be divided by this number and then multiplied by other factors. For example: 8×72×4÷9 = 72÷9×8×4 = 256.

When the sum of several numbers is divided by a number, you can divide each addend by this number first, and then add each quotient. For example: (24+32+16) ÷ 4 = 24 ÷ 4+32 ÷ 4+16 ÷ 4 =18.

6. If the difference between two numbers is divided by a number, the quotient obtained by dividing the minuend by this number can be subtracted from the quotient obtained by dividing the minuend by this number. Example: (65-39) ÷13 = 65 ÷13-39 ÷13 = 2.