Astronomers observe the light from two distant galaxies, G1 G_1\,G1 and G2G_2G2. Galaxy G2 G_2\,G2 is located at three times the distance from Earth compared to Galaxy G1G_1G1 (d2=3d1d_2 = 3d_1d2=3d1), as shown in the diagram below.

If v1 v_1\,v1 and v2 v_2\,v2 are the recession velocities of the galaxies, and Δλ1 \Delta \lambda_1\,Δλ1 and Δλ2 \Delta \lambda_2\,Δλ2 are the shifts in wavelength of a specific spectral line observed from each galaxy, which of the following relations is correct? (Assume non-relativistic speeds where v≪cv \ll cv≪c.)
v2=3v1v_2 = 3v_1v2=3v1 and Δλ2=3Δλ1\Delta \lambda_2 = 3\Delta \lambda_1Δλ2=3Δλ1
v2=3v1v_2 = 3v_1v2=3v1 and λ2=3λ1\lambda_2 = 3\lambda_1λ2=3λ1
v2=13v1v_2 = \frac{1}{3}v_1v2=31v1 and Δλ2=13Δλ1\Delta \lambda_2 = \frac{1}{3}\Delta \lambda_1Δλ2=31Δλ1
v2=9v1v_2 = 9v_1v2=9v1 and Δλ2=9Δλ1\Delta \lambda_2 = 9\Delta \lambda_1Δλ2=9Δλ1