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−9≤32z−3≤3
Write the solution using interval notation.

User Protongun
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1 Answer

4 votes

Answer:


z \in \left[-(3)/(16), (3)/(16) \right]

Explanation:


-9 \leq 32z-3 \leq 3 \\ \\ -6 \leq 32z \leq 6 \\ \\ -(3)/(16) \leq z \leq (3)/(16) \\ \\ \therefore z \in \left[-(3)/(16), (3)/(16) \right]

User MouzmiSadiq
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