Division in CAS
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05-18-2022, 09:37 PM
Post: #3
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RE: Division in CAS
[a b/c] key turning exact fraction to approximation may be a bug. (if exact mode is ON)
Number once turned approximate, may not be able to revert back to exact form. exact() does not really mean "exact", only rationalize the approximated number CAS> exact(approx(π)) → 4272943/1360120 Also, in CAS, approx numbers shown may not match what is internally stored. CAS> approx(123456789123456789/127) → 9.72100701759e14 CAS> Ans-9.72100701759e14 → 492. 972100701759492 is stored as hex-float 0x1.ba0f6a81d4020p+49 |
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Division in CAS - matalog - 05-18-2022, 05:52 PM
RE: Division in CAS - Nigel (UK) - 05-18-2022, 08:41 PM
RE: Division in CAS - Albert Chan - 05-18-2022 09:37 PM
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