For any y ∈ R, let cot^-1 (y) ∈ (0, π) and tan^-1(y) ∈ ( − π /2 , π /2 ) . Then the sum of all the

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For any y∈R, let cot–1(y)∈(0, π) and tan-1(y) ∈(−π/2, π/2). Then the sum of all the solutions of the

For any y ∈ R, let cot^–1 (y) ∈ (0, π) and tan-1(y) ∈ (− π/ 2 , π/ 2 ). Then the sum of all the ...

For x∈R, let tan-1(x) ∈( − π/2 , π/2 ). Then the minimum value of the function f: R → R defined by

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For any y∈ℝ, let cot-1(y)∈(0,π) and tan-1(y)∈-π2,π2 Then the s....

let cot^-1(y)€(0,pi)&Then the sum of all solutions of eqntan^-1(6y/(9-y^2))+cot^-1((9-y^2/6y)=2pi/3

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