Explicación paso a paso:
Conversión de grados a radianes:
30° (π rad/180°) = π/6
Resolviendo:
arccsc[(z+1)/(z-1)] = 30°
arccsc[(z+1)/(z-1)] = π/6
[(z+1)/(z-1)] = csc(π/6)
cscα = 1/senα:
[(z+1)/(z-1)] = 1/[sen(π/6)]
sen(π/6) = 0,5:
[(z+1)/(z-1)] = 1/0,5
[(z+1)/(z-1)] = 2
z + 1 = 2z - 2
2z - z = 1 + 2
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Explicación paso a paso:
Conversión de grados a radianes:
30° (π rad/180°) = π/6
Resolviendo:
arccsc[(z+1)/(z-1)] = 30°
arccsc[(z+1)/(z-1)] = π/6
[(z+1)/(z-1)] = csc(π/6)
cscα = 1/senα:
[(z+1)/(z-1)] = 1/[sen(π/6)]
sen(π/6) = 0,5:
[(z+1)/(z-1)] = 1/0,5
[(z+1)/(z-1)] = 2
z + 1 = 2z - 2
2z - z = 1 + 2
z = 3
Es la 3ra opción.