Ответ:
Объяснение:
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4) sin (arcctg ( ))
sin (π - arcctg ( ))
sin (π) cos (arcctg ()) - cos (π) sin (arcctg ())
0cos (arcctg ()) - cos (π) sin ( arcctg ( ))
0 + 1sin (arcctg ( ))
sin ( arccot ( ))
1) tg ( arccos ( ))
2) ctg (arcsin )
3) tg (acrsin )
4) tg (arccos ())
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Ответ:
Объяснение:
!!!!!!!!!!!!!!!!!!!!!!!!!
Verified answer
4) sin (arcctg (
))
sin (π - arcctg (
))
sin (π) cos (arcctg (
)) - cos (π) sin (arcctg (
))
0cos (arcctg (
)) - cos (π) sin ( arcctg (
))
0 + 1sin (arcctg (
))
sin ( arccot (
))
1) tg ( arccos (
))
2) ctg (arcsin
)
3) tg (acrsin
)
4) tg (arccos (
))