\(\begin{array}{ll}{\textbf{Addition property of inequalities:}}&{\text{If }A<B\text{ then, }A\color{Cerulean}{+c}\color{black}{<B}\color{Cerulean}{+c}}\\{\textbf{Subtraction property of inequalities:...\(\begin{array}{ll}{\textbf{Addition property of inequalities:}}&{\text{If }A<B\text{ then, }A\color{Cerulean}{+c}\color{black}{<B}\color{Cerulean}{+c}}\\{\textbf{Subtraction property of inequalities:}}&{\text{If }A<B,\text{ then }A\color{Cerulean}{-c}\color{black}{<B}\color{Cerulean}{-c}}\\{\textbf{Multiplication property of inequalities:}}&{\text{If }A<B,\text{ then }\color{Cerulean}{c}\color{black}{A<}\color{Cerulean}{c}\color{black}{B}}\\{}&{\text{If }A<B,\text{ then }\color{Cerulean}{-c}\c…
