Find the area!

Geometry Level 4

Consider the curves C1:z2=2+Re(z)C_1 : |z - 2| = 2 + Re(z) and C2:z=3C_2 : |z| = 3 (where x,yRx,y \in R and i=1i = \sqrt{-1} ). They intersect at PP and QQ in the first and fourth quadrants respectively. Tangents to C1C_1 at PP and QQ intersect the xx-axis at RR and tangents to C2C_2 at PP and QQ intersect the xx-axis at SS. If area of ΔPRS\Delta PRS is λ2\lambda \sqrt 2 sq.units, then find (λ2\lambda^2).

×

Problem Loading...

Note Loading...

Set Loading...