The number of elements in the set S={θ∈[0,2π] ∶3 cos^4⁡〖θ-5 cos^2⁡〖θ-2 sin^6⁡〖θ+2=0〗 〗 〗 } is

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The sum of all values of θ ∈[0,2π] satisfying 2(sin)^2 θ = cos2θ and 2(cos)^2 θ = 3sinθ is The sum of all values of θ ∈[0,2π] satisfying 2(sin)^2 θ = cos2θ and 2(cos)^2 θ = 3sinθ is
The number of elements in the setS = {0 € [0, 2π]: 3 cos4 0 - 5 cos² 0 – 2 sin6 0 + 2 = 0} is The number of elements in the setS = {0 € [0, 2π]: 3 cos4 0 - 5 cos² 0 – 2 sin6 0 + 2 = 0} is
The number of elements in the set S={θ∈[-4π,4π] ∶3 cos^2⁡2θ+6 cos⁡2θ-10 cos^2⁡〖θ+5=0〗 } is The number of elements in the set S={θ∈[-4π,4π] ∶3 cos^2⁡2θ+6 cos⁡2θ-10 cos^2⁡〖θ+5=0〗 } is
The number of elements in the set \(S=\left\{\theta \in[0,2 \pi]: 3 \cos ^4 \theta\right.\) \(\l.... The number of elements in the set \(S=\left\{\theta \in[0,2 \pi]: 3 \cos ^4 \theta\right.\) \(\l....
The number of elements in the set S = {θ ε [-4π, 4π]: 3 cos^2(2θ) + 6 cos2θ - 10cos^2(θ) + 5 = 0} is The number of elements in the set S = {θ ε [-4π, 4π]: 3 cos^2(2θ) + 6 cos2θ - 10cos^2(θ) + 5 = 0} is
The number of elements in the set S = { 𝜽𝝐[−𝟒𝝅,𝟒𝝅]: 〖𝟑𝒄𝒐𝒔〗^𝟐2𝜽 + 6cos2𝜽 - 10〖𝒄𝒐𝒔〗^𝟐 𝜽 + 5 = 0} is _ The number of elements in the set S = { 𝜽𝝐[−𝟒𝝅,𝟒𝝅]: 〖𝟑𝒄𝒐𝒔〗^𝟐2𝜽 + 6cos2𝜽 - 10〖𝒄𝒐𝒔〗^𝟐 𝜽 + 5 = 0} is _
Let S={θ∈[-2π,2π]:2 〖cos〗^2⁡〖θ+3 sin⁡〖θ=0}〗 〗, then the sum of the elements of S is Let S={θ∈[-2π,2π]:2 〖cos〗^2⁡〖θ+3 sin⁡〖θ=0}〗 〗, then the sum of the elements of S is
1st 2nd 3rd 4th Quadrant | trigonometric function | all sin tan cos | tricks memorize#shorts#short 1st 2nd 3rd 4th Quadrant | trigonometric function | all sin tan cos | tricks memorize#shorts#short