Question

Which is the best definition of a linear inequality?

(NEEDS HELP BADLY!)
A. A mathematical statement that shows the equality of two expressions.

B. A mathematical statement that compares one algebraic expression to the number 0.

C. A mathematical statement that shows whether two expressions can be made equal.

D.A mathematical statement that compares two unequal expressions.

Answer 1

The best definition of a linear inequality is a mathematical statement that compares two unequal expressions using inequality symbols.

Step-by-step explanation:

The best definition of a linear inequality is D. A mathematical statement that compares two unequal expressions. A linear inequality is similar to a linear equation, but instead of an equals sign, it uses inequality symbols like <, <, >, or > to show that one side of the inequality is not equal to the other. An example of a linear inequality would be y > mx + b, where m is the slope and b is the y-intercept.

Answer 2

D

Step-by-step explanation:

A Is incorrect since it does not show the equality

B Is incorrect since you do not comapre to 0

C is incorrect

D Is correct