SOLUTION: Find the interval notation for |2x-3|>-3 and its graph.
I get x>0 and x<3, but the reality is that all real numbers are solutions, how can I solve it step by step to get all real
Algebra ->
Absolute-value
-> SOLUTION: Find the interval notation for |2x-3|>-3 and its graph.
I get x>0 and x<3, but the reality is that all real numbers are solutions, how can I solve it step by step to get all real
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Question 693361: Find the interval notation for |2x-3|>-3 and its graph.
I get x>0 and x<3, but the reality is that all real numbers are solutions, how can I solve it step by step to get all real numbers(-∞, ∞) as the result? Answer by tommyt3rd(5050) (Show Source):
You can put this solution on YOUR website! The statement
|2x-3|>-3
needs no work at all. An absolute value by definition is always greater than or equal to 0 (and therefore greater than any negative number)
The graph is the entire number line and the interval is (-oo,oo).
