16-Point Gaussian Quadrature
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04-09-2021, 05:17 AM
(This post was last modified: 04-09-2021 05:18 AM by Gamo.)
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16-Point Gaussian Quadrature
Recently I try this program called 16-Point Gaussian Quadrature found
in the HP-11C Solutions Handbook on page 30 So this program do the Integration problem. I have try diffrent problem and the answer come out very well except one. This one doesn't give enough accuracy when compare to the Integration Function on the HP-15C Here is the problem: ∫ 0 to 2 √4 - X² dx = Pi = 3.141592654 On the HP-11C and HP-15 Equation is [X²] [4] [X<>] [-] [√] Answer on HP-11C is 3.141722674 Answer on HP-15C is 3.141592653 So is program provided on the HP-11C Solutions Book only give three decimal place accuracy or it only happen to certain problem. Gamo |
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Messages In This Thread |
16-Point Gaussian Quadrature - Gamo - 04-09-2021 05:17 AM
RE: 16-Point Gaussian Quadrature - robve - 04-09-2021, 11:53 AM
RE: 16-Point Gaussian Quadrature - Albert Chan - 04-09-2021, 04:41 PM
RE: 16-Point Gaussian Quadrature - Wes Loewer - 04-10-2021, 03:50 PM
RE: 16-Point Gaussian Quadrature - Gamo - 04-10-2021, 02:54 AM
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