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The graph shown is the solution set for which of the inequalities given below?
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a. y≤ |x| - 2 b. y< |x+ 2| c. y≤ |x+ 2|
i think a because its going left.. am i right
could you check again @amistre64
thank you...
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have you learned about shifts in graphs yet?
some clues in the graph i see are: there is a solid line used so we want a solid line in our "equation"; so that narrows it to a to c
at x=-2; y=0 in both of them, so that doesnt help narrow it down, let choose another point to test, lets use the y intercept instead. when x=0, what does y equal on the graph?
+2?
a. y ≤ |0| - 2 = -2 c. y ≤ |0+2| = 2
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yes, so when x=0, we want a value of +2
y≤ |x+ 2|
correct
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