solve root3 cot theeta-2cos theeta=0
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To Evaluate: √3 cot∅ - 2 cos∅ = 0
→ √3 cot∅ - 2 cos∅ = 0
→ √3 cos∅/sin∅ - 2 cos∅ = 0
→ (√3 cos∅ - 2 cos∅ sin∅)/sin∅ cos∅ = 0
→ √3 cos∅ - 2 cos∅ sin∅ = 0
→ √3 cos∅ = 2 cos∅ sin∅
→ √3 = 2 sin∅
→ √3/2 = sin∅
Since sin 60° = √3/2
→ sin∅ = sin 60°
→ ∅ = 60°
Hence value of ∅ is 60°.
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