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How to Solve Equations and Inequalities with Linear Functions
A linear equation is an unknown equation with the highest degree of 1, and a linear inequality can be simply regarded as a deformation of the linear equation, that is, changing "=" into ".

Generally speaking, linear equation is the basis of linear inequality, because solving linear inequality requires many theorems of linear equation, such as adding, subtracting, multiplying and dividing a formula on both sides of a symbol at the same time, and the change of numerical relationship between them. A linear function needs a linear equation and a linear inequality. For example, the linear function y=2x, and when x= 1, the linear equation y=2* 1 is solved. Of course, the problem will be much more difficult than this. When I ask you what the value range of y>0 and X is, I can solve 2x >;; 0 is a linear inequality.