ATAR Notes: Forum
VCE Stuff => VCE Mathematics => VCE Mathematics/Science/Technology => VCE Subjects + Help => VCE Mathematical Methods CAS => Topic started by: Flaming_Arrow on April 06, 2009, 05:51:46 pm
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for eg
when i solve
it just comes up as
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Whenever solving fails, graph it and find intersections or use nSolve(
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whats nSolve?
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u put ur calc in exact mode. change it to approximate
it's on auto
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what sort of calculator do you have?
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ti-89 TIT CAS
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ok then no idea :P
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for equations such as
, using Solve on the calc will never give you an exact answer even if your calc is in exact mode. To find an approximate answer you must press 'green diamond' + enter to give a decimal answer. Or you can sketch the graph of both and find the intersection, again this will yield an approximate decimal answer.
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nah i mean when i try solve it they just rearrange the functions, it doesnt give me an exact answer
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nah i mean when i try solve it they just rearrange the functions, it doesnt give me an exact answer
yeah it's impossible to yield an exact answer using solve on the TI-89
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This is because not all equations have elementary solutions (numbers that cannot be expressed with a finite number of elementary operations). In this case, to yield an approximate, press "Green" + "Enter" to approximate.
Althought sometimes it does that because there isn't a solution. Graphing is the best way to go imo.
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when i press diamond + enter i get (2.71828)^x-0.5(x+1)=0
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graph it and then use intersection ("F5 -> 5:")
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graph it and then use intersection ("F5 -> 5:")
yer i know how to do it like that but i was wondering if you could directly to solve it to save time
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for some reason sometimes the calc can not solve some equations. I often graph just to be safe.
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try nSolve
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whats the difference between Solve and nSolve?
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solve employs algebra (and can give exact solutions), nsolve is simply numeric solving algorithm that uses iteration to get an accurate approximate answer [i.e. many decimals]
solve utilizes nsolve where the expression cannot be solved algebraically, though it does so a LOT slower.