Question

4 greater than or equal to x/-2? HELP

Answer 1

is ... it solve for "x" well... , just cross-multiply :)
\(\bf 4\ge \cfrac{x}{-2}\\ \quad \\
\textit{let us multiply both sides by }\quad -2\\
-2(4) \ge -2\left(\cfrac{x}{-2}\right)\\ \quad \\
\textit{in an inequality, when multiplying/dividing/exponentializing}\\
\textit{by a negative number, you have to } \text{flip}\textit{ the sign}\\ \quad \\
-2(4) \boldsymbol{\color{red}{\ge}} -2\left(\cfrac{x}{-2}\right)\implies -8 \boldsymbol{\color{red}{\le}} x\)

Answer 2

Thanks guys i figured it out and got x greater than or equal to negavtive 8