Предмет: Алгебра, автор: Catdi

Срочно
Докажите тождество (1-ctg a)^2+(1+ctg a)^2= 2(sin a)^-2

Ответы

Автор ответа: Аноним
0
(1-ctg alpha )^2+(1+ctg alpha )^2=2(sin alpha )^{-2}\ 1-2ctg alpha +ctg^2 alpha +1+2ctg alpha +ctg^2 alpha =2(sin  alpha )^{-2}\ 2+2ctg^2 alpha =2(sin  alpha )^{-2}\ 2(1+ctg^2 alpha )=2(sin  alpha )^{-2}\ 2cdot frac{1}{sin^2 alpha } =2(sin  alpha )^{-2}\ 2(sin  alpha )^{-2}=2(sin  alpha )^{-2}
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