Funciones Trigonometricas

“FUNCIONES TRIGONOMETRICAS”
FUNCION | GRAFICA | DOMINIO | RANGO |
“Seno”f(x) = sen x | | D = (-∞, ∞) | R = [-1, 1] |
“Coseno”f(x) = cos x | | D = (-∞, ∞) | R = [-1, 1] |“Tangente”f(x) = tg x | | D = R-{(2n-1)2 π : n € z} | R = (-∞, ∞) |
“Cotangente”f(x) = ctg x | | D = R-{n π : n € z} | R = (-∞, ∞) |
“Secante”f(x) = sec x | | D = R-{(2n-1)2 π : n € z} |R = (-∞, -1]U[1, ∞) |
“Cosecante”f(x) = cosec x | | D = R-{n π : n € z} | R = (-∞, -1]U[1, ∞) |

FUNCION | GRAFICA | DOMINIO | RANGO |
“Arc. Seno”f(x) = arcsen x | | D = [-1,1] | R = [-π/2, π/2] |
“Arc. Coseno”f(x) = cos x | | D = [-1, 1] | R = [0, π) |
“Arc. Tangente”f(x) = tg x | | D = (-∞, ∞) | R = ([-π/2, π/2) |
“Arc. Cotangente”f(x) = ctg x | |D = (-∞, ∞) | R = (0, π) |
“Arc. Secante”f(x) = sec x | | D = (-∞, ∞) | R = [0, π/2)U(π/2, π] |
“Arc. Cosecante”f(x) = cosec x | | D = (-∞, ∞) | R=[-π/2, 0)U(0, π/2) |

FUNCION| GRAFICA | DOMINIO | RANGO |
“Seno Hip.”f(x) = senh x | | D = (-∞, ∞) | R = (-∞, ∞) |
“Coseno Hip.”f(x) = cosh x | | D = (-∞, ∞) | R = [1, ∞) |
“Tangente Hip.”f(x) = tanh x | |D = (-∞, ∞) | R = (-1, 1) |
“Cotangente Hip.”f(x) = coth hx | | D =(-∞, 0)U(0, ∞) | R =(-∞, -1)U(1, ∞) |
“Secante Hip.”f(x) = sech x | | D = (-∞, ∞) | R = (o, 1] |
“CosecanteHip.”f(x) = csch x | | D =(-∞, 0)U(0, ∞) | R = (-∞, 0)U(0, ∞) |

FUNCION | GRAFICA | DOMINIO | RANGO |
“Seno Hip. Inv.”f(x) = senh-1 x | | D = (-∞, ∞) | R = (-∞, ∞) |
“Coseno Hip.Inv.”f(x) = cosh-1 x | | D = [1, ∞) | R = [0, ∞) |
“Tangente Hip. Inv.”f(x) = tanh-1 x | | D = (-1, 1) | R = (-∞, ∞) |
“Cotangente Hip. Inv.”f(x) = coth-1 hx | | D =(-∞, -1)U(1,∞) | R =(-∞, 0)U(0, ∞) |
“Secante Hip. Inv.”f(x) = sech-1 x | | D = (0, 1] | R = [o, ∞) |
“Cosecante Hip. Inv.”f(x) = csch-1 x | | D =(-∞, 0)U(0, ∞) | R = (-∞, 0)U(0, ∞)...