Ответ:
Объяснение:
sin(x/2)×sin(x/3)=(cos(x/2-x/3)-cos(x/2+x/3))/2=(cos(x/6)-cos(5x/6))/2
sinx×cos(x/6)=(sin(x-x/6)+sin(x+x/6))/2=(sin(5x/6)+sin(7x/6))/2
sinx×cos(5x/6)=(sin(x-5x/6)+sin(x+5x/6))/2=(sin(x/6)+sin(11x/6))/2
sinx×sin(x/2)×sin(x/3)=(sin(5x/6)+sin(7x/6))/4-(sin(5x/6)+sin(7x/6))/4=
(sin(5x/6)+sin(7x/6)-sin(5x/6)-sin(7x/6))/4
Copyright © 2024 SCHOLAR.TIPS - All rights reserved.
Answers & Comments
Ответ:
Ответ:
Ответ:
Объяснение:
sin(x/2)×sin(x/3)=(cos(x/2-x/3)-cos(x/2+x/3))/2=(cos(x/6)-cos(5x/6))/2
sinx×cos(x/6)=(sin(x-x/6)+sin(x+x/6))/2=(sin(5x/6)+sin(7x/6))/2
sinx×cos(5x/6)=(sin(x-5x/6)+sin(x+5x/6))/2=(sin(x/6)+sin(11x/6))/2
sinx×sin(x/2)×sin(x/3)=(sin(5x/6)+sin(7x/6))/4-(sin(5x/6)+sin(7x/6))/4=
(sin(5x/6)+sin(7x/6)-sin(5x/6)-sin(7x/6))/4