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Solve for z.4 + 127 s -17 + 4z + 11zWrite your answer with z first, followed by an inequality symbol.IVsSubmit
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Solve for z.4 + 127 s -17 + 4z + 11zWrite your answer with z first, followed by an inequality symbol.IVsSubmit

Solve for z.4 + 127 s -17 + 4z + 11zWrite your answer with z first, followed by an-example-1
User Sharad Chauhan
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\begin{gathered} 4+\text{ 12 z }\leq\text{ 17 + 4z +11z} \\ \text{step 1 : add like terms } \\ 4\text{ + 12z }\leq17\text{ + 15z } \\ 12\text{ z -15z }\leq\text{ 17 -4 } \\ \text{step 2 : solve for z } \\ -3z\leq13\ldots\ldots\ldots(\text{ then divide both sides by -3)} \\ (-3z)/(-3)\ge(13)/(-3)\ldots..\text{ ( take note that the inequality sign change when we divide by a negative number )} \\ z\text{ }\ge-\frac{13}{3\text{ }} \end{gathered}

User Crocobag
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