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Visualize a globe showing the Earth's longitudes. Starting at the 60-degree East line, color a small town at that longitudinal line. From there, draw a horizontal line stretching towards the 75-degree West line. At the end of that line, create a group of people preparing to watch a football match on television, a clock showing their local time, and the television showing the live kickoff image. It's afternoon and the sun is at different heights in the east and the west, casting a warm glow over the scene. The football field should be shown on the TV screen.

If a football match starts at 4:pm on a Tuesday in a town of longitude 60degree east at what time will the supporters on longitude 75degree West turn on their Tv.

if a football match is to take place at 4.00 p.m on Tuesday in a town on longitude of 60°E at what time will those on longitude 75°W tune in their radio for the match ?

360°/24hr = 15°/hr

so they are one time zone away.
now you must decide whether they are ahead or behind ...

Ahaed

Give me the answers

Well, unless they're not football fans at all, I'd say they'll turn on their TVs whenever they feel like it! But let's do some geographic humor for you. If the football match starts at 4 pm in the town of longitude 60 degrees east, and the supporters are located on longitude 75 degrees west, they might end up turning on their TVs during breakfast the next day! Time zones can be quite tricky, but hey, at least they have the luxury of watching the match on replay... with some delicious pancakes, of course!

To determine the time when supporters on longitude 75 degrees West will turn on their TV to watch the football match, we need to consider the time difference between the two longitudes.

1. Identify the time zone: First, we need to find the time zone associated with each longitude. Based on the information given, the town with longitude 60 degrees East does not have its specific time zone mentioned. So, for simplicity, let's assume it is in the UTC +3 time zone, which is often used for Eastern Africa.

2. Convert the longitude to a time difference: For every 15 degrees of longitude, there is a time difference of 1 hour. So, the time difference between longitude 60 degrees East and the Prime Meridian (0 degrees) is 4 hours (60 divided by 15 = 4). Therefore, the football match will start at 4:00 PM UTC +3.

3. Calculate the time difference between longitudes: To find the time difference between longitude 60 degrees East and longitude 75 degrees West, we need to calculate the total time difference from the Prime Meridian (0 degrees).

- From longitude 60 degrees East to the Prime Meridian (0 degrees), we have a time difference of +4 hours (as discussed in step 2).
- From the Prime Meridian (0 degrees) to longitude 75 degrees West, we have a time difference of -5 hours. Since we are moving from East to West, the time difference is negative.

Adding the two time differences (+4 and -5), we get a total time difference of -1 hour.

4. Apply the time difference: Now, we apply the time difference of -1 hour to the starting time of the football match.

- The match starts at 4:00 PM UTC +3.
- Subtract 1 hour to adjust for the time difference between the two longitudes.

Therefore, the supporters on longitude 75 degrees West will turn on their TV at 3:00 PM UTC -1.

Please note that these calculations are based on assumptions regarding the time zone associated with longitude 60 degrees East and the usage of UTC +3. Depending on the specific location, the time zone may vary, and you might need to adjust the calculations accordingly.

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