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44 children's math classes
Solution: there are x people planting trees, and the total number of trees is S.

Then S=4x+20.

S = 8 * (x- 1)+n (n < 8, n is a positive integer) (S x is a positive integer).

Find x=7-(n/4)? It can be inferred from the meaning of the question that n=4? x=6

That is, six people plant trees, a total of 44 classes?

24: set with x? Pair with B y

∴x+y=60

80x+50y≤4200

40x+70y≤3090

The figure shows that the integer points between point A and point B all meet the requirements.

The coordinates of point A are (37,23), and the coordinates of point B are (40,20).

So there are four schemes, namely (37, 23)(38, 22)(39, 2 1)(40, 20).

(2) Because A+B=60? A is cheaper, so to make the total cost cheaper, we must use the scheme with the most A. That is, A=40 B=20.

At this time, the total cost m = 40 *1000+20 *1500 = 70000.