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Actual behaviour:
When calculating these values the app incorrectly returns
sin(π) = 122.465E-18
sin(-π) = -122.465E-18
cos(π/2) = 61.232E-18
cos(-π/2) = 61.232E-18
As a result Euler's formula also evaluates incorrectly { Euler's formula: e^(i*θ) = cos(θ) + i*sin(θ) }
e^(i*π) = -1 + i*122.465E-18
e^(i*π/2) = 61.232E-18 + i
I'm also having this issue. I'm glad this is on GitHub, and I love the UI and features of the calculator, but getting sin(π) as 122.4646799147E-18, just kind of freaks me out.
Like how can I trust this calculator on my HW if it can't do trig that I can do in my head?
This is not a fix, but you can workaround the problem by going to settings and changing the Number Format from Engineering to Decimal. It will no longer show exponential notation which means infinitesimal numbers like 10^-16 will be shown as 0.
Actual behaviour:
When calculating these values the app incorrectly returns
sin(π) = 122.465E-18
sin(-π) = -122.465E-18
cos(π/2) = 61.232E-18
cos(-π/2) = 61.232E-18
As a result Euler's formula also evaluates incorrectly { Euler's formula: e^(i*θ) = cos(θ) + i*sin(θ) }
e^(i*π) = -1 + i*122.465E-18
e^(i*π/2) = 61.232E-18 + i
Expected behaviour:
sin(π) = sin(-π) = 0
cos(π/2) = cos(-π/2) = 0
e^(i*π) = -1
e^(i*π/2) = i
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