Ответ:
2)
Пошаговое объяснение:
1) cos(3/2 + a)=sina
cos(-а)=-cosa
sin (180+a)=-sina
2) cos64*cos4-cos86*cos26/cos71*cos41*-cos49*cos19=cos64*cos4-sin4*sin64/cos71*cos41*-sin41*sin71=cos(64-4)/cos(71-41)=cos60/cos30=
=1/2:/2=1/
cos86=sin4 cos26=sin64 cosx=sin(90-x) для любого х>90
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Ответ:
2)
Пошаговое объяснение:
1) cos(3/2 + a)=sina
cos(-а)=-cosa
sin (180+a)=-sina
2) cos64*cos4-cos86*cos26/cos71*cos41*-cos49*cos19=cos64*cos4-sin4*sin64/cos71*cos41*-sin41*sin71=cos(64-4)/cos(71-41)=cos60/cos30=
=1/2:/2=1/
cos86=sin4 cos26=sin64 cosx=sin(90-x) для любого х>90