The minimum value of a group of data is 150 and the maximum value is 172. If the group distance is 4, how many groups can be divided when drawing the frequency distribution histogram?

The minimum value of a group of data is 150 and the maximum value is 172. If the group distance is 4, how many groups can be divided when drawing the frequency distribution histogram?


6 groups
172-150=22
22÷4=5.2
5+1=6



It's 1234567890. Seven of these 10 numbers can be combined. For example, 123456701234566.. 23456783456789. Anyway, seven of these 10 numbers can be combined in any order. How many times can they be combined?


A total of C10 (7) = 10 * 9 * 8 / (3 * 2 * 1) = 120



Each time a group of numbers appear randomly, what can be used to calculate the next random number?
The problem is a little unclear. For example
It's like a lottery
Add each lottery number is one. This number is randomly generated from 1-100
What formula can be used to calculate which number is the most likely to appear in 1-100


If it's just a random number, the probability of each number is equal. After generating a certain number of random numbers, you will see that the probability of each number's occurrence is close. The larger the number is, the more obvious it will appear. If it's generated randomly in 1-10, the probability of generating a single number for the first time is 1 / 10, and generating a single number for the second time