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katty007245
@katty007245
July 2022
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ПОМОГИТЕ С АЛГЕБРОЙ!!!!!!!!!
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Universalka
Verified answer
(1/49)^Cosx = 7^(√2Sin2x)
7^(-2Cosx) = 7^(√2Sin2x)
-2Cosx = √2Sin2x
-2Cosx - √2Sin2x = 0
-2Cosx - 2√2SinxCosx = 0
-2Cosx(1 + √2Sinx) = 0
Cosx = 0
x = П/2 + Пn, n э z
1 + √2Sinx = 0
Sinx = - 1/√2
x = (-1)^(n+1) П/4 + Пn, n э z
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katty007245
СПАСИБО ВАМ БОЛЬШОЕ!
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Answers & Comments
Verified answer
(1/49)^Cosx = 7^(√2Sin2x)7^(-2Cosx) = 7^(√2Sin2x)
-2Cosx = √2Sin2x
-2Cosx - √2Sin2x = 0
-2Cosx - 2√2SinxCosx = 0
-2Cosx(1 + √2Sinx) = 0
Cosx = 0
x = П/2 + Пn, n э z
1 + √2Sinx = 0
Sinx = - 1/√2
x = (-1)^(n+1) П/4 + Пn, n э z