see screenshot at the end of the next picture
solve((ABS(ABS(2*x+1)-5))>2,x); [ENTER] => { -4>x,x>-2 AND 1>x,x>3}
[HP-PRIME CAS] inequations
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Post: #2
11-02-2013, 10:05 PM
see screenshot at the end of the next picture solve((ABS(ABS(2*x+1)-5))>2,x); [ENTER] => { -4>x,x>-2 AND 1>x,x>3}
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Post: #3
11-02-2013, 10:26 PM
Both the HP Prime and the TI nSpire produce correct answers. They just return slightly different representations of the same solution. x>-2 AND x<1 means the same as -2<x<1 A or B or C is the same as A or (B or C). ▼
Post: #4
11-02-2013, 10:49 PM
AS(x>-2 AND x<1) == (-2<x<1) Why -2<x<1 => 0 // BUG?
Edited: 2 Nov 2013, 11:03 p.m. after one or more responses were posted ▼
Post: #5
11-02-2013, 11:00 PM
The inequality > and < have higher priority than AND. So x>-2 AND x<1 is actually (x-2) AND (x<1) … not to be confused with x> (-2 and x) < 1 -- which would not make much sense. Also, the result returns a symbolic object which embeds AND -- which is very different from a result which evaluates binary operation. |