- The longitudinal difference: 30° + 30° = 60°.
- For 1° longitudinal difference is 4 minutes.
- So, for 60° longitudinal difference, the time difference is: 60° x 4 = 240 minutes or 4 hours.
- As the given place is situated in the west of 30° East longitude, the local time at 30° west will be: (8 a.m. - 4 hours) = 4 a.m.