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Linguistic Trigonometry
04-18-2019, 11:57 AM
Post: #5
RE: Linguistic Trigonometry
(04-18-2019 03:21 AM)Wes Loewer Wrote:  I once had a German student who said that she was taught that \(f^{2}(x) = f(f(x))\).
I thought that was silly until I realized that we use this notation for \(d^2/dx^2 (f(x)) = d/dx(d/dx (f(x)))\).

I like the idea ! Think sin as an operator, like D = d/dx

asin sin = 1
asin = sin-1

Valentin cin(x) puzzle, cin(cin(cin(x))) = sin(x)

cin cin cin = sin
cinĀ³ = sin
cin = sin1/3

For calculating accurate cin(x), cin = asinn cin sinn, with big enough n and few Taylor terms of cin
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Messages In This Thread
Linguistic Trigonometry - DrD - 04-17-2019, 10:29 AM
RE: Linguistic Trigonometry - cdmackay - 04-17-2019, 10:32 PM
RE: Linguistic Trigonometry - ijabbott - 04-17-2019, 10:41 PM
RE: Linguistic Trigonometry - Wes Loewer - 04-18-2019, 03:21 AM
RE: Linguistic Trigonometry - Albert Chan - 04-18-2019 11:57 AM
RE: Linguistic Trigonometry - parisse - 04-19-2019, 04:53 AM
RE: Linguistic Trigonometry - DrD - 04-19-2019, 10:24 AM
RE: Linguistic Trigonometry - Joe Horn - 04-20-2019, 07:42 AM



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