(12C Platinum) Parabola - arc length
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06-29-2019, 10:22 AM
(This post was last modified: 07-02-2019 12:30 AM by Gamo.)
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(12C Platinum) Parabola - arc length
The Arc Length of a Parabola calculator compute the arc length (S)
of a parabola based on the distance height (H) and the width (L) of the parabola at that point perpendicular to the axis. ---------------------------------------------------------------- The formula for determining the length of an arc of a Parabola. ---------------------------------------------------------------- Instruction: FIX 4 1. H [R/S] display Height 2. L [R/S] display Answer of the Arc Length of a Parabola ---------------------------------------------------------------- Example: H is 20 feet and L is 90 feet, what is the length of S? 20 [R/S] display 20.000 90 [R/S] display 100.7376 Answer: 100.7376 feet To check answer for difference problem or check if this program give correct answer. URL: https://www.vcalc.com/wiki/vCalc/Parabola+-+arc+length --------------------------------------------------------------- Program: ALG mode Code:
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Messages In This Thread |
(12C Platinum) Parabola - arc length - Gamo - 06-29-2019 10:22 AM
RE: (12C Platinum) Parabola - arc length - Domino - 06-30-2019, 08:33 AM
RE: (12C Platinum) Parabola - arc length - Albert Chan - 07-11-2019, 04:19 PM
RE: (12C Platinum) Parabola - arc length - Gamo - 06-30-2019, 11:35 AM
RE: (12C Platinum) Parabola - arc length - Gamo - 07-01-2019, 09:12 AM
RE: (12C Platinum) Parabola - arc length - StephenG1CMZ - 07-02-2019, 09:18 AM
RE: (12C Platinum) Parabola - arc length - Domino - 07-03-2019, 07:35 AM
RE: (12C Platinum) Parabola - arc length - Gamo - 07-03-2019, 08:14 AM
RE: (12C Platinum) Parabola - arc length - PedroLeiva - 07-03-2019, 10:07 PM
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