(a) Highlight four characteristics each of the following: (i) Time Zone (ii) International Dateline.
(b) lf two towns A and B are located on different time zones and the time ini town Ais 9.00am while the time in town B is 6.00pm the same day, calculate the longitude of town B if the longitude of town A is 30° W.
(a) Four characteristics each
(i) Time Zone
- A time zone is a belt or region of the earth that keeps the same standard time.
- Each standard time zone covers \(15^\circ\) of longitude, because the earth turns \(15^\circ\) in one hour (\(360^\circ \div 24 = 15^\circ\)).
- Places within one time zone use a common (standard) time based on a central meridian.
- Time increases (is ahead) eastward and decreases (is behind) westward from the Greenwich Meridian.
(ii) International Date Line
- It is an imaginary line drawn approximately along the \(180^\circ\) meridian.
- It runs roughly north-south from the North Pole to the South Pole through the Pacific Ocean.
- It is not perfectly straight; it bends to avoid dividing land areas and island groups into two different dates.
- A traveller crossing it going westward gains a day (adds one day), while one crossing it going eastward loses a day (subtracts one day).
(b) Calculation of the longitude of town B
Time in A = 9.00 a.m.; time in B = 6.00 p.m. same day. B is ahead of A, so B lies to the east of A.
Time difference \(= 6.00\text{ p.m.} - 9.00\text{ a.m.} = 9\) hours.
Longitude difference \(= 9 \times 15^\circ = 135^\circ\).
Since B is east of A and A is at \(30^\circ\)W:
\[\text{Longitude of B} = 135^\circ - 30^\circ = 105^\circ\text{E}\]
(Starting from \(30^\circ\)W and moving \(30^\circ\) east reaches the \(0^\circ\) meridian, leaving \(105^\circ\) to be counted eastward.)
The longitude of town B is \(105^\circ\)E.