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integral competition HP50g vs. DM42
08-20-2020, 12:38 AM (This post was last modified: 12-25-2023 12:08 PM by Albert Chan.)
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RE: integral competition HP50g vs. DM42
(08-19-2020 07:28 PM)peacecalc Wrote:  S(3.9) = 0.4752 and C(3.9) = 0.4223;

Using complex numbers, we can do both C(x), S(x) at the same time

XCas> F := int(exp(i*pi/2*x*x),x)     → erf(sqrt(pi)/2 * x * (1-i)) / (1-i)

Since erf(0)=0, we have F(x) = C(x) + i * S(x)

XCas> subst(F, x=3.9)                     → 0.422332710261 + 0.475202402351*i
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RE: integral competition HP50g vs. DM42 - Albert Chan - 08-20-2020 12:38 AM



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