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solve (x+10)(x-17)(x+3)>=0 what is the solution set or is the solution all real numbers
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cubic polynomial with zeros at -10, -3 and 17
[-10,-3] U [17,INFINITY)
is it an inequity all real numbers or no solution?
so it will be negative on \[(-\infty,-10)\] positive on \[(-10,-3)\] negative on \[(-3,17)\] and positive on \[(17,\infty)\]
solution is what sriram said
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which of the three options i gave is the solution and if its a complex inequity how would it be written?
As you can see from attachment. The solution where graphic is >=0 is \[[-10,-3]\cup[17,+\infty)\]
i sense from your questions that you may not be clear on what this means. it is clear what the question is asking?
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