<p>The gradient of a curve at any point \(x,y\) on it is \(\tan (2x)\)  and this curve passes through the point \(\left( \frac{\pi}{6}, 0 \right)\). Find the equation of the curve.</p>

The gradient of a curve at any point \(x,y\) on it is \(\tan (2x)\)  and this curve passes through the point \(\left( \frac{\pi}{6}, 0 \right)\). Find the equation of the curve.

Method of Separable Variables

Differential Equations

International Baccalaureate Higher Level Mathematics

Recover the equation of a curve

Recover the equation of a curve