Find the length of the tangent

Geometry Level 5

ABC is an acute angle triangle with side AC=10cm. A perpendicular is drawn from point A on side BC that cuts the side BC at point D. Length of AD=6cm. BAD=30°\angle BAD=30°. Then two tangents are drawn from points B and C to the circumcircle of ΔACD &ΔABD respectively. Consider those two tangents are BT&CS respectively. Then find the ratio of BT×CSBC\frac{BT×CS}{BC}

×

Problem Loading...

Note Loading...

Set Loading...