(41C) Area of Triangle (SSS)
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11-12-2018, 08:28 PM
Post: #10
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RE: (41C) Area of Triangle (SSS)
(11-12-2018 02:55 PM)Albert Chan Wrote:(11-10-2018 03:22 PM)Albert Chan Wrote: If the sides are sorted, a >= b >= c, Kahan's formula is more accurate.(11-12-2018 01:32 AM)Albert Chan Wrote: Let y = (c - (a-b))*(c + (a-b)) / 4, then Area Δ = √((ab-y)*y)... Both the formula and the program look good. But is there a proof that the formula is (at least) as exact as Kahan's? Testing some examples does not count. ;-) Dieter |
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Messages In This Thread |
(41C) Area of Triangle (SSS) - Gamo - 11-10-2018, 12:20 PM
RE: (41C) Area of Triangle (SSS) - Albert Chan - 11-10-2018, 03:22 PM
RE: (41C) Area of Triangle (SSS) - Dieter - 11-10-2018, 08:53 PM
RE: (41C) Area of Triangle (SSS) - Albert Chan - 11-12-2018, 02:55 PM
RE: (41C) Area of Triangle (SSS) - Dieter - 11-12-2018 08:28 PM
RE: (41C) Area of Triangle (SSS) - Albert Chan - 11-12-2018, 10:33 PM
RE: (41C) Area of Triangle (SSS) - Gamo - 11-11-2018, 05:04 AM
RE: (41C) Area of Triangle (SSS) - Dieter - 11-11-2018, 07:53 AM
RE: (41C) Area of Triangle (SSS) - Gamo - 11-11-2018, 12:23 PM
RE: (41C) Area of Triangle (SSS) - Dieter - 11-11-2018, 04:25 PM
RE: (41C) Area of Triangle (SSS) - Albert Chan - 11-12-2018, 01:32 AM
RE: (41C) Area of Triangle (SSS) - Albert Chan - 11-16-2018, 03:33 AM
RE: (41C) Area of Triangle (SSS) - Albert Chan - 12-04-2019, 03:03 PM
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