The judgment question of mathematics in the fourth grade of primary school is "when trying the quotient, the remainder is less than the divisor, which means that the quotient of the test is small." Please judge right or wrong, why? Wrong.

The remainder is less than the divisor, which means that the quotient is just right.

For example, 20÷3

The remainder of quotient 2 is greater than the divisor 14. At this point, the trial quotient is small.

If the remainder of quotient 6 is 2, it is less than the divisor. It means that the trial operation is just right.

If the quotient 7 is greater than the dividend. Explain that the test business is big.