Which statement is NOT true concerning the graphing of a linear system?
You can only graph a system of linear equations with a graphing calculator.
Systems of linear equations that contain coordinates with fractions or decimals can be challenging.
You need to be careful and plot straight lines.
The point of intersection of lines that intersect at a shallow angle is difficult to determine.

The statement which is NOT true concerning the graphing of a linear system is You can only graph a system of linear equations with a graphing calculator.

What is graphing of linear system?

Every linear equation in two variables can be represented geometrically as a straight line in a coordinate plane. Points on the line are the solution of the equation. This why equations with degree one are called as linear equations.

Graphing of a linear system includes :

Recognize the relationship between the solutions of an equation and its graph.Graph a linear equation by plotting points.Graph vertical and horizontal lines

According to the question

Graphing of a linear system includes :

Systems of linear equations that contain coordinates with fractions or decimals can be challenging.
You need to be careful and plot straight lines.
The point of intersection of lines that intersect at a shallow angle is difficult to determine.

But NOT true for :

You can only graph a system of linear equations with a graphing calculator.

Hence, the statement which is NOT true concerning the graphing of a linear system is You can only graph a system of linear equations with a graphing calculator.

To know more about graphing of linear system here:

https://brainly.com/question/15099560

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