In triangle $A B C$ , $A B = x$ , $A C = y$ and angle $60^\circ$ . It is given the area of $k\sqrt{3}(x+y)\text{ cm}^2$ , where $k\,$ is a positive constant.

Show that $4 k x + 4 k y = x y$

When the vertices of the triangle are placed on the circumference of a circle, $AC\,$ is a diameter of the circle. Determine the value of $x\,$ and the value of $y\,$ in terms of $k$ .

In triangle $A B C$ , $A B = x$ , $A C = y$ and angle $60^\circ$ . It is given the area of $k\sqrt{3}(x+y)\text{ cm}^2$ , where $k\,$ is a positive constant.

Show that $4 k x + 4 k y = x y$

When the vertices of the triangle are placed on the circumference of a circle, $AC\,$ is a diameter of the circle. Determine the value of $x\,$ and the value of $y\,$ in terms of $k$ .

Trigonometric Ratios

Question 71

Markscheme

Trigonometric Ratios

Question 71

Markscheme

Trigonometric Ratios

Question 71

Trigonometric Ratios Questions

Trigonometric Ratios

Question 71

Trigonometric Ratios Questions