Asked by Ted Mosbi
what is the difference between ( and [ in context to solving algebric equation?
Answers
Answered by
MathMate
I can think of two mathematical meanings:
1. Algebra
First, in the old days (pre-computer age), ( and [ are both used as brackets to impart priority of operations. The mixed use with equal importance makes interpretation easier. For example,
[12*(4+5)]<sup>2</sup> is more visually apparent than
(12*(4+5))<sup>2</sup>
2. Intervals
The interval notation is used to denote on the number line ranges of real or integers. the [ or ] imply inclusion of the lower or upper limit respectively, while ( and ) indicate exclusion. The ISO standard uses the opposite bracket, namely ] and [ to denote exclusion.
For example:
[4,8] means 4<=x<=8
while
(5,10) or ]5,10[ mean 5<x<10
Follow link for more information:
http://en.wikipedia.org/wiki/Interval_(mathematics)
See
1. Algebra
First, in the old days (pre-computer age), ( and [ are both used as brackets to impart priority of operations. The mixed use with equal importance makes interpretation easier. For example,
[12*(4+5)]<sup>2</sup> is more visually apparent than
(12*(4+5))<sup>2</sup>
2. Intervals
The interval notation is used to denote on the number line ranges of real or integers. the [ or ] imply inclusion of the lower or upper limit respectively, while ( and ) indicate exclusion. The ISO standard uses the opposite bracket, namely ] and [ to denote exclusion.
For example:
[4,8] means 4<=x<=8
while
(5,10) or ]5,10[ mean 5<x<10
Follow link for more information:
http://en.wikipedia.org/wiki/Interval_(mathematics)
See
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