Page 28 - modul trigonometri bilingual

sin (360° − ) = -sin
cos (360° − ) = cos

tan (360° − ) = -tan
csc (360° − ) = -csc h. Relation of Angle to Angle (− )
sec (360° − ) = sec Pay attention and on the image on the side to
P(p,q)
cot (360° − ) = -cot
determine the trigonometric comparison
r of angles
and .∆ ∆ ′ ′ (− )
O _− Q
Corner relationship with an angle (− ):
r
sin(− ) = − sin
P’(q,-p)
cos (− ) = cos
tan (− ) = − tan
csc (− ) = − csc
sec (− ) = sec
cot (− ) = − cot

i. The Relationship of Angles with Angles More Than °
At more angles than 360° applicable similarity of the following
trigonometric comparisons.
sin( + × 360°) = sin csc( + × 360°) = csc
cos( + × 360°) = cos sec( + × 360°) = sec
tan( + × 360°) = tan cot( + × 360°) = cot

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