The result is 1 on the graph.
In the expression "2 times 0 plus 1," the multiplication of 2 by 0 results in 0, and adding 1 to it yields a final value of 1. When represented graphically, this computation corresponds to a point on the graph located at 1. The process involves scaling 0 by 2, which essentially has no effect, and then adding 1 to obtain the final position on the graph.
Graphically, this equation produces a line that passes through the point (0, 1) and has a slope that indicates the rate at which the y-values change for every unit increase in x. The simplicity of the expression allows for a clear visualization of the linear relationship between x and y. This linear function forms the foundation for understanding more complex relationships and patterns in mathematics and serves as an introduction to the concept of linear equations in a graphical context.