If 7 sin^2 θ + 3 cos^2 θ = 4, then show that, tan θ = 1/√3 | Trigonometry | Class 10 | CBSE | ICSE

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If 7 sin²θ + 3 cos²θ = 4, then show that tanθ = 1/√3 If 7 sin²θ + 3 cos²θ = 4, then show that tanθ = 1/√3
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Class 10 Maths (Trigonometry), If 7sin^2 theta + 3 cos^2 theta =4, Show that tan theta = 1/√3 Class 10 Maths (Trigonometry), If 7sin^2 theta + 3 cos^2 theta =4, Show that tan theta = 1/√3
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If 7 Sin^2 (theta) +3 Cos^2 (theta)=4 then find the value of tan (theta). If 7 Sin^2 (theta) +3 Cos^2 (theta)=4 then find the value of tan (theta).
If 7 sin2 A + 3 cos2A=4, then tan A is equal to:a. √3 b. 1c. 0 d. 1/(√3) If 7 sin2 A + 3 cos2A=4, then tan A is equal to:a. √3 b. 1c. 0 d. 1/(√3)