Diagrams of Inverse Trigonometric Functions
y = arcsin(x), y = arccos(x) and y = arctan(x)
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Defintion
  • y = arcsin(x) : arcsine curve
    • arcsin(1) = 90.
    • arcsin(1/2) = 30.
    • arcsin(sin(x) = x.
    • sin(arcsin(x) = x.
  • y = arccos(x) : arccosine curve
    • arccos(1) = 0.
    • arccos(1/2) = 60.
    • arccos(cos(x)) = x.
    • cos(arccos(x)) = x.
  • y = arctan(x) : arctangent curve.
    • arctan(1) = 45.
    • arctan(Sqr(3)) = 60.
    • arctan(tan(x)) = x.
    • tan(arctan(x)) = x.
  • y = arccsc(x) : arccscant curve
    • arccsc(1) = 90.
    • arccsc(2) = 30.
    • arccsc(csc(x) = x.
    • csc(arccsc(x) = x.
  • y = arcsec(x) : arcsecant curve
    • arcsec(1) = infinite.
    • arcsec(2) = 60.
    • arcsec(sec(x)) = x.
    • sec(arcsec(x)) = x.
  • y = arccot(x) : arccotangent curve.
    • arccot(1) = 45.
    • arccot(Sqr(3)) = 30.
    • arccot(cot(x)) = x.
    • cot(arccot(x)) = x.



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