Tangent of an angle in surd form from an equation relating a sine and a cosine of compound angles
Tangent of an angle in surd form from an equation relating a sine and a cosine of compound angles
IB Year 6 | Grade 12
5 marks
It is given that \(2\sin(x-60^\circ)=\cos(x+60^\circ)\). Find the value of \(\tan x\) in the form \(a+b\sqrt3\), where \(a\) and \(b\) are integers.[5]
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