If f(x,y)f(x, y)f(x,y) is homogeneous of degree 2 (i.e., f(tx,ty)=t2f(x,y)f(tx, ty) = t^2 f(x, y)f(tx,ty)=t2f(x,y)), and ∇f(3,4)=(6,8)\nabla f(3, 4) = (6, 8)∇f(3,4)=(6,8), find ∇f(6,8)\nabla f(6, 8)∇f(6,8).
(6,8)(6, 8)(6,8)
(12,16)(12, 16)(12,16)
(18,24)(18, 24)(18,24)
(3,4)(3, 4)(3,4)