Problem with integral
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12-16-2019, 04:41 AM
Post: #7
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RE: Problem with integral
(12-15-2019 10:19 PM)rprosperi Wrote:(12-15-2019 02:37 PM)Stevetuc Wrote: Luckily I can check the simplified result on Wolfram. The purpose of reporting issues with a product to r&d is to improve the product. Checking a result against other sources is normal engineering practice. Your question seems to imply you would be happy with this result: ((e^(1/2*τ))^2*(e^(i/2*τ))^2*tan(τ/4)^2+(e^(1/2*τ))^2*(e^(i/2*τ))^2+(-1-i)*(e^(1/2*τ))^2*e^(i/2*τ)*tan(τ/4)^2+(2+2*i)*(e^(1/2*τ))^2*e^(i/2*τ)*tan(τ/4)+(1+i)*(e^(1/2*τ))^2*e^(i/2*τ)+(−i)*(e^(1/2*τ))^2*tan(τ/4)^2+(−i)*(e^(1/2*τ))^2+i*(e^(i/2*τ))^2*tan(τ/4)^2+i*(e^(i/2*τ))^2+(1+i)*e^(i/2*τ)*tan(τ/4)^2+(2+2*i)*e^(i/2*τ)*tan(τ/4)+(-1-i)*e^(i/2*τ)-tan(τ/4)^2-1)/((2+2*i)*e^(1/2*τ)*e^(i/2*τ)*tan(τ/4)^2+(2+2*i)*e^(1/2*τ)*e^(i/2*τ)) Do you prefer the challenge of finding commands that unlock the hidden answer..just curious? |
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Messages In This Thread |
Problem with integral - Stevetuc - 12-14-2019, 07:28 AM
RE: Problem with integral - Carsen - 12-14-2019, 07:53 AM
RE: Problem with integral - Stevetuc - 12-14-2019, 08:55 AM
RE: Problem with integral - parisse - 12-15-2019, 07:07 AM
RE: Problem with integral - Stevetuc - 12-15-2019, 02:37 PM
RE: Problem with integral - rprosperi - 12-15-2019, 10:19 PM
RE: Problem with integral - Stevetuc - 12-16-2019 04:41 AM
RE: Problem with integral - rprosperi - 12-16-2019, 02:12 PM
RE: Problem with integral - Stevetuc - 12-16-2019, 02:30 PM
RE: Problem with integral - CyberAngel - 12-16-2019, 06:22 PM
RE: Problem with integral - Stevetuc - 12-16-2019, 06:59 PM
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