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how do you find the solution of |x + 3| > -2?
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all positive values of x will satisfy dis equation, y?
|x + 3| > -2? will have 2 solutions
Yeah it will have two solutions.
so far all i got were there, x > 1 or x < -5 -5 < x < 1 all real numbers no solution
mm... im confused. itll be -5
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all real numbers is the answer
[-3 <= x], [x < -3]
alright.
@timo86m and @srosenfeld0938 , LHS is always positive, nd RHS is always negative, so no matter what value of x we put, the inequality will always hold so answer is all real values
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use the link and [-3 <= x], [x < -3]
oh okay. i kinda understand it. ha.
alright ill use the link!
thanks :)
good luck
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but it could be all x i read at purple math.
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