The equivalent relationship is: the time to produce 3000 tents = the time to produce 2000 tents.
In addition, tents produced every day =-Now there are 200 tents produced every day, from which we can set unknown numbers and list equations.
Solution: Now enterprises can produce X tents every day, instead of (x-200) tents.
Judging from the meaning of the question: 3000
/x=2000
/(x-200)。
Solution: x = 600.
It is verified that x=600 is the solution of the original equation.
The solution of the original equation is x = 600.
A: Now this enterprise can produce 600 tents every day.
Comments: Like all application problems solved by column equation, the key point of solving application problems by column fractional equation is to find out the equation relationship accurately, which is the basis of column equation. The difficulty lies in the analysis of the known conditions of the problem, that is, the examination of the problem. Generally speaking, there are two conditions in application problems, one is explicit, which is given directly in the problem, and the other is implicit, which is given by the implicit condition of the problem. These two problems are "more tents are actually produced every day than before".