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xOCHOBAx
@xOCHOBAx
July 2022
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упростите выражение
cos 2α sin (α-β) - cos (β-α) sin2α
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manyny06
Verified answer
Решение смотри на фотографии
2 votes
Thanks 1
oganesbagoyan
Verified answer
Упростите выражениеcos 2α sin (α-β) - cos (β-α) sin2α
-------
cos 2α*sin(α-β) - cos(β-α)*sin2
α = sin(-(β -α))*cos2α* - cos (β-α)* sin2α=-(sin(β -α)*cos2α +- cos (β-α)*sin2α) = -sin(β-α+2α)= -sin(α+
β
).
---
+25 баллов
1 votes
Thanks 1
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Answers & Comments
Verified answer
Решение смотри на фотографииVerified answer
Упростите выражениеcos 2α sin (α-β) - cos (β-α) sin2α-------
cos 2α*sin(α-β) - cos(β-α)*sin2α = sin(-(β -α))*cos2α* - cos (β-α)* sin2α=-(sin(β -α)*cos2α +- cos (β-α)*sin2α) = -sin(β-α+2α)= -sin(α+β).
---
+25 баллов