Ответ:
=( - sin a - cos a) / (2 *(-cos a)* cos a +1) =
= -(sin a + cos a) / ( 1 - 2 cos^2 a) =
= - (sina + cos a) / (sin^2 a + cos^2 a - 2 cos^2 a) =
=- (sin a + cos a) /(sin^2 a - cos^2 a) =
= - (sina + cos a) /(sin a + cos a)(sin a - cos a) =
=- 1/(sin a - cos a) = 1/ (cos a - sin a).
Объяснение:
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Answers & Comments
Ответ:
=( - sin a - cos a) / (2 *(-cos a)* cos a +1) =
= -(sin a + cos a) / ( 1 - 2 cos^2 a) =
= - (sina + cos a) / (sin^2 a + cos^2 a - 2 cos^2 a) =
=- (sin a + cos a) /(sin^2 a - cos^2 a) =
= - (sina + cos a) /(sin a + cos a)(sin a - cos a) =
=- 1/(sin a - cos a) = 1/ (cos a - sin a).
Объяснение: