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23 Mar 2007, 23:47
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I just saw this question posted here in the forum. I could not understand this question at all. Could anyone please explain the question only? I want to solve it by myself first. But as I could not understand the meaning at all, I am unable to proceed further.
Thanks.
Q: Which of the following represents the range for all X which satisfy inequality | 2 - X | < 2?
(A) (-2, 2)
(B) (-2, 4)
(C) (0, 2)
(D) (0, 4)
(E) (2, 4)
Thanks.
Q: Which of the following represents the range for all X which satisfy inequality | 2 - X | < 2?
(A) (-2, 2)
(B) (-2, 4)
(C) (0, 2)
(D) (0, 4)
(E) (2, 4)
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23 Mar 2007, 23:56
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Hi Summer 3 
(-2, 2) simply means -2 < x <2> greater or less than <or>
bracket ([ ]) -> greather than or equal to or less than or equal to <or>=
The question requires u to find the range of x (that which includes all possible xs) that satisfies the inequality (which would make the inequality TRUE).
(-2, 2) simply means -2 < x <2> greater or less than <or>
bracket ([ ]) -> greather than or equal to or less than or equal to <or>=
The question requires u to find the range of x (that which includes all possible xs) that satisfies the inequality (which would make the inequality TRUE).
