Solve for v.
−9 ≤ −2 − v
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Solve for v. −9 ≤ −2 − v
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To solve the inequality (-9 ≤ -2 – v), we will isolate (v).
1. Add (2) to both sides:
[
-9 + 2 ≤ -v
]
This simplifies to:
[
-7 ≤ -v
]
2. To solve for (v), we multiply both sides by (-1), remembering to reverse the inequality sign:
[
7 ≥ v
]
or it can be written as:
[
v ≤ 7
]
So, the solution is (v ≤ 7).
This means that (v) can be any number less than or equal to (7). If you need more detailed explanations or further assistance, feel free to check the extended services page!