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8.03 International time zones and time differences

Interactive practice questions

The Earth turns $360^\circ$360° in $24$24 hours.

a

How many degrees does it turn in $1$1 hour?

b

For every $75^\circ$75° of longitude, what is the time difference (in hours)?

c

For every $1^\circ$1° of longitude, what is the time difference (in minutes)?

Easy
2min

Greenwich Mean Time (GMT) is on the $0^\circ$0° meridian. What is the difference in time between the sunrise in Greenwich and the sunrise in a city at a longitude of:

Easy
2min

If location A has longitude $50^\circ$50° west of location B, which of the following is true?

Easy
< 1min

The time in Denver is GMT $-7$7.

Easy
1min
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Outcomes

3.4.2.1

define Greenwich Mean Time (GMT), International Date Line and Coordinated Universal Time (UTC)

3.4.2.2

understand the link between longitude and time

3.4.2.3

determine the number of degrees of longitude for a time difference of one hour

3.4.2.5

solve problems involving GMT, International Date Line and UTC

3.4.2.6

calculate time differences between two places on Earth

3.4.2.7

solve problems associated with time zones, such as online purchasing, making phone calls overseas and broadcasting international events

3.4.2.8

solve problems relating to travelling east and west incorporating time zone changes, such as preparing an itinerary for an overseas holiday with corresponding times

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