Solving a set of equations/inequations
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02-16-2017, 09:19 AM
Post: #4
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RE: Solving a set of equations/inequations
solve({x^2-4>=0,x^2-4=2*x-4}), the solution set given by the Prime is {0,2}.
What the **** is that 0 ? It's not part of the intersection ;-( Best, Aries :-) |
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Messages In This Thread |
Solving a set of equations/inequations - compsystems - 02-07-2017, 03:16 PM
RE: Solving a set of equations/inequations - Aries - 02-15-2017, 03:31 PM
RE: Solving a set of equations/inequations - Han - 02-15-2017, 03:54 PM
RE: Solving a set of equations/inequations - Aries - 02-16-2017 09:19 AM
RE: Solving a set of equations/inequations - Simone Cerica - 02-17-2017, 11:18 AM
RE: Solving a set of equations/inequations - parisse - 02-16-2017, 10:23 AM
RE: Solving a set of equations/inequations - parisse - 02-17-2017, 04:44 PM
RE: Solving a set of equations/inequations - Simone Cerica - 02-17-2017, 04:45 PM
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