solve the compund inequality 8x – 2 > 4 or 3x + 6 < 12
Thank you for the opportunity to help you with your question!
Solve each inequality seperatly:
8x - 2 > 4; 8x > 6; x > 6/8; x > 3/4
3x + 6 < 12; 3x < 6; x < 2
Combine two answers: 3/4 < x < 2
Hope that helps.
thank you can you help with other questions
Sure; I'll do another for you.
10x - 4 < 6; 10x < 10; x < 1
4x - 12 < 8; 4x < 20; x < 5
In this case, since it is an "or" statement, we go with the lest restrictive: x < 5
4z + 6 >= -10; 4z >= -16; z >= -4
-3z - 5 >= -17; -3z >= -12; z <= 4
Combine: -4 <= z <= 4
Hope I have been of help. This will need to be my last problem on this topic.
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five problems, select the graph that fits the solution to the given
absolute value equation or the given absolute value inequality.
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