Chapter 6, Problem 26CR

To determine

To solve:The given system of inequalities $y\ge x+4$ , $y<2x-1$ .

Answer to Problem 26CR

The common shaded region of the graphs of inequalities shown in Figure-1 is the solution of inequalities $y\ge x+4$ and $y<2x-1$ .

Explanation of Solution

Given information:

The given system of inequalities is $y\ge x+4$ , $y<2x-1$ .

Concept used:

The common shaded region (or double shaded region) of the graph of inequalities is the solution of the system of inequalities.

Graph:

The graphs of inequalities $y\ge x+4$ and $y<2x-1$ are shown in Figure-1 here.

  

Interpretation: The common shaded region (double shaded region) of the graphs of inequalities shown in Figure-1 is the solution of inequalities $y\ge x+4$ and $y<2x-1$ .