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Five-linear programming is compulsory for mathematics in senior one.
Solution:

Constraint given region

2x+3y-5=0,

x≥0,

y≥0,

In this regard, I learned after painting,

All points (x, y) in this region are in the region of x+y+ 1 > 0.

That is x+y+ 1 > 0.

∴z=x+y+ 1

y=-x+(z- 1)

It can be seen that the greater the longitudinal intercept of the objective function, the greater the z- 1 and the greater the z.

k=- 1,k