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Mathematical distribution
Five students are assigned to three internship positions, each of which

At least 1 intern is arranged for each position.

The number of people in the three positions is 2-2- 1 or 3- 1- 1.

1) 2-2- 1

Select 1 post, and assign a person C (31) C (51) =15.

There are two people in the other two positions. C(4,2)C(2,2)=6。

Multiplication principle: 15×6=90.

2)3- 1- 1 distribution

Select 1 post, and assign 3 people. C(3,1) C (5,3) = 30.

The other two posts have 1 person. A(2,2)=2。

Multiplication principle: 30*2=60

Total: 90+60= 150

There are 150 different distribution methods.