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Ca. 251 (Dx of Inverse Trig Func)

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valleystudent84's version from 2016-01-31 19:48

Section

Question Answer
Dx arcsin(u) - conditonsU'/(1-U^2)^2 - D: [-1,1] , R: [-π/2,π/2]
Dx arccos(u) - conditions -U'/(1-U^2)^2 - D: [-1,1] , R: [0,π]
Dx arctan(u) - conditionsU'/1+U^2 - D: (-∞,∞) , R: (-/2,π/2)
Dx arccot(u) - conditions-U'/1+U^2 - D: (-∞,∞) , R: (0,π)
Dx arcsec(u) - conditions U'/IUI(U^2-1) - D:IUI is greater than or = 1 , R: [0,π] y cannot = 0
Dx arccsc(u) - conditions -U'/IUI(U^2-1) - D: IUI is greater than or = 1 , R: [-π/2,π/2] y cannot = 0
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