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jkim459908
@jkim459908
August 2022
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sqrt3sin2x+cos2x<или равно 1
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Oksenkin
√3 * sin(2x) + cos(2x) <=1
√3 * 2sin(x)cos(x) + cos²(x)-sin²(x) <= cos²(x)+sin²(x)
2√3 * sin(x)cos(x) <= 2sin²(x)
√3 * cos(x) <= sin(x)
√3 * ctg(x) <=1
ctg(x) <= 1/√3
x<=π/6 + πn, n=1,2,3...
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Answers & Comments
√3 * 2sin(x)cos(x) + cos²(x)-sin²(x) <= cos²(x)+sin²(x)
2√3 * sin(x)cos(x) <= 2sin²(x)
√3 * cos(x) <= sin(x)
√3 * ctg(x) <=1
ctg(x) <= 1/√3
x<=π/6 + πn, n=1,2,3...