Solve -24

Question

Solve -24 < 2p - 4 ≤ -10.
For full points, you must have 3 things:
1. Your solution with step-by-step work. (You can submit an image of your work after the test)
2. Your solution in interval notation.
3. A description or picture of your graph (You can submit an image of your work after the test)

SnapAndSolve AI · Accepted Answer

Step-by-step solution: Start with the compound inequality: -24 < 2p - 4 ≤ -10 First, solve the left part: -24 < 2p - 4 Add 4 to both sides: -20 < 2p Divide by 2: -10 < p Now, solve the right part: 2p - 4 ≤ -10 Add 4 to both sides: 2p ≤ -6 Divide by 2: p ≤ -3 Combine the results: -10 < p ≤ -3 Interval notation: (-10, -3] Description of the graph: The graph is a number line with an open circle at -10 and a closed circle at -3, shading the region in between.

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Solve -24 < 2p - 4 ≤ -10. For full points, you must have 3 things: 1. Your solution with step-by-step work....

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