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20 13 national mathematics liberal arts
(1) According to statistics, M=60.006= 1000,

m= 1000-6-82-256-220=436,

n=436 1000=0.436,N=220 1000=0.220。

The histogram of frequency distribution is shown in the following figure:

(2) Let X be the number of people with 90 points or above in liberal arts mathematics in the city.

Then 100020000 = 656x, and x =13120;

(3) Let four boys be represented as A 1, A2, A3, A4,

Three female students are marked as B 1, B2,

The basic events of recruiting 2 students from 6 students are:

(A 1,A2),(A 1,A3),(A 1,A4),(A 1,B 1),(A 1,B2)、

(A2,A3),(A2,A4),(A2,B 1),(A2,B2),(A3,A4),

(A3, B 1), (A3, B2), (A4, B 1), (A4, B2), (B 1, B2), * * 15.

We take "there are 1 girls in 2 people" as event A, and there are:

(A 1,B 1),(A 1,B2),(A2,B 1),(A2,B2),(A3,B 1),(A3,B2),(A4,B 1),(A4,B2),

***8 kinds, so 2 out of 6 people are admitted, and the probability that 1 is a girl is 8 15.