arcsin a arcsin a arccos a arccos a

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arcsin (-a)= - arcsin a arccos (-a)= π - arccos a arctg (-a)= -

arcsin (-a)= - arcsin a arccos (-a)= π - arccos a arctg (-a)= - arctg a arcctg (-a)= π - arcсtg a 0 аrcsin 1 аrctg 1 аrccos (-0, 5) аrctg (- ) аrcctg (-1) 30°= 45°= 60°= 90°= sinx 0 1 cosx 1 0 tg x 0 1 - ctg x - 1 0

arcsin (-a)= - arcsin a

arcsin (-a)= - arcsin a

sin t = a

sin t = a

arccos (-a)= π - arccos a

arccos (-a)= π - arccos a

arctg (-a)= - arctg a arcctg (-a)= π - arcсtg a

arctg (-a)= - arctg a arcctg (-a)= π - arcсtg a

tg (-a)= - tg a

tg (-a)= - tg a

1 arccos 0 arctgx 1 arcsinx 2 arccos1 arccos 0 arctgx 1 arcsinx 2 arccos
URIR1 014100101 6 ULIXL1 01662 863 8 arccosURIR1 014100101 6 ULIXL1 01662 863 8 arccos
Arkusfunktsioonid Heldena Taperson www welovemath ee y arcsinArkusfunktsioonid Heldena Taperson www welovemath ee y arcsin
x a x a n sinta t arcsinx a x a n sinta t arcsin
1 Sin x 0 4 arcsin 0 41 Sin x 0 4 arcsin 0 4
Inverse Trig Functions Inverse Notation y arcsin xInverse Trig Functions Inverse Notation y arcsin x