A force of - Fk^ acts on O, the origin of the coordinate system. The torque about the point (1, –1) is
F(i⇀ +j→)
-F(i→-j )→
F(i→-j→)
-F(i⇀ +j→)
τ→=r→xF→ = i→F + j→F
given r ⇀ =0-1i^+0--1j^=-i^+j^ and F→ =- FK→