Path: utzoo!utgpu!news-server.csri.toronto.edu!rpi!zaphod.mps.ohio-state.edu!swrinde!elroy.jpl.nasa.gov!decwrl!pa.dec.com!nntpd.lkg.dec.com!ryn.mro4.dec.com!ultnix.enet.dec.com!taber From: taber@ultnix.enet.dec.com (Patrick St. Joseph Teahan Taber) Newsgroups: comp.sys.handhelds Subject: Re: How accurate is the 48?? Message-ID: <4912@ryn.mro4.dec.com> Date: 21 May 91 12:21:46 GMT References: <7174@acorn.co.uk> Sender: guest@ryn.mro4.dec.com Reply-To: taber@ultnix.enet.dec.com (Patrick St. Joseph Teahan Taber) Distribution: comp Organization: KC1TD@KB4N.NH.USA.NA.EARTH.SOLAR_SYSTEM.UNIVERSE.MIND_OF_GOD.01463 Lines: 20 In article <7174@acorn.co.uk>, asmith@acorn.co.uk (Andy Smith) writes: |>There is no doubt that the 28S and the 48SX are brilliant calculators, but |>one thing still puzzles me. Certainly with the 28S, although much better |>than most calculators (3/3=1, 2/3*3=1) it is still not "accurate" due to the |>limitations of how it stores numbers. 1/3*3 still gives 0.999999999. Does |>the 48 still suffer from this limitation? |> If a calculator gave me 2/3*3 = 1, I think I'd ditch it. But there's good news in the case of 1/3*3 -- the answer is "it depends." If you have the calculator in STD mode, it gives .99999999etc (which is the right thing to do.) If the calculator is in FIX mode, SCI mode or ENG mode, it gives 1. It's Two! Two! Two solutions in one! -- >>>==>PStJTT Patrick St. Joseph Teahan Taber, KC1TD "Nerd" is so demeaning, I prefer "fashion-impared."