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Which of the following ordered pairs is a solution to the inequality y >= 4x - 2? (0, -4) (0, 0) (0, -3) (0, -5)
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(0,0) 0>-2
Plug in the numbers and see what satisfies.
0 >= 4*-4 -2?
Yeah... just keep plugging like that and see if any of the inequalities satisfy.
0 >+ 4*0 - 2
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0 >= 4*-3 - 2
@Solmyr the solution sets are written in the form \((x,y)\).
0 >= 4*-5 -2
so i need to put the 0 as X
Instead, make them look like these:\[-4\ge 4(0) - 2 \\ 0 \ge 4(0) - 2\\ -3 \ge 4(0) - 2\\-5 \ge 4(0) - 2 \]
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ok srry did realize that
didnt
All good :)
thank you i understand it now
You're welcome :)
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