Mountain Rescue Teams Climbing mountains is a popular leisure activity in Great Britain that is enjoyed by a very large number of people every year. However, this hobby can be dangerous, especially when participants have not prepared adequately. Every year some people have to be rescued while in the mountains in Great Britain. These rescues are conducted by teams of volunteers affiliated to the Mountaineering Trust. The teams search on foot. They navigate using maps prepared by Ordnance Survey, the official map-making body of the British government. Ordnance Survey maps have grids that allow anywhere in Great Britain to be located to the nearest 100 meters using a grid reference. If necessary, the teams request assistance from the Royal Air Force (RAF), which provides search and rescue helicopters from its bases across Great Britain. The Database The location, name, and height of every mountain is stored. The location is taken to be the grid reference of the summit and serves as a unique identifier for each mountain. A grid reference is a string of eleven characters. The height of each mountain is the height (to the nearest meter) of the summit above sea level. When known, the approximate shape of the summit of the mountain is also stored. Each mountain rescue team is named after the town in which it is based and has a code that starts with the string “MRT”, followed by a unique two-digit integer. Each member of a mountain rescue team has an identifier that starts with the string “MEM”, followed by a unique four-digit integer. Most members have a nickname. Each member has one (and only one) role. As teams may have to attend to an emergency at any time, on any day, all members are permanently on-call. Therefore, a contact telephone number must be stored for each member. As more than one mountain rescue team may be conducting a rescue at any one time, a member cannot belong to more than one team; this avoids the possibility that a member is required to be in two different places at the same time. Each mountain has one or more paths that lead to its summit. (For the sake of simplicity, the database ignores the fact that some of these paths may partially overlap with each other.) Each path may have a name, a length (to the nearest mile), and a grading that indicates how difficult it is. Each path starts in a town and leads to the summit of just one mountain. (For the sake of simplicity, the database ignores the fact that a path could continue from one summit to another summit.) Each team is responsible for conducting rescues in the mountains surrounding the town in which the team is based. A team may be responsible for more than one path on a particular mountain. This scenario would occur, for example, if there were two paths from the town where a team is based to the summit of the same mountain. In order to avoid more than one team searching the same path, each path is the sole responsibility of just one rescue team. A mountain may be served by more than one team if it has more than one path to the summit. This scenario could occur, for example, if two teams are based on either side of a mountain. Each mountain rescue team is allocated one RAF base from which it may request help. Every RAF base has a unique name and operates just one type of helicopter. Sometimes the region in which a base is located is stored. An RAF base can assist more than one mountain rescue team. The sample data should be attached below. Q1) Draw an E-R Diagram using Crow's Foot Notation

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Mountain Rescue Teams

Climbing mountains is a popular leisure activity in Great Britain that is enjoyed by a very large number of people every year. However, this hobby can be dangerous, especially when participants have not prepared adequately. Every year some people have to be rescued while in the mountains in Great Britain.

These rescues are conducted by teams of volunteers affiliated to the Mountaineering Trust. The teams search on foot. They navigate using maps prepared by Ordnance Survey, the official map-making body of the British government. Ordnance Survey maps have grids that allow anywhere in Great Britain to be located to the nearest 100 meters using a grid reference.

If necessary, the teams request assistance from the Royal Air Force (RAF), which provides search and rescue helicopters from its bases across Great Britain.


The Database

The location, name, and height of every mountain is stored. The location is taken to be the grid reference of the summit and serves as a unique identifier for each mountain. A grid reference is a string of eleven characters. The height of each mountain is the height (to the nearest meter) of the summit above sea level. When known, the approximate shape of the summit of the mountain is also stored.

Each mountain rescue team is named after the town in which it is based and has a code that starts with the string “MRT”, followed by a unique two-digit integer.

Each member of a mountain rescue team has an identifier that starts with the string “MEM”, followed by a unique four-digit integer. Most members have a nickname. Each member has one (and only one) role. As teams may have to attend to an emergency at any time, on any day, all members are permanently on-call. Therefore, a contact telephone number must be stored for each member.

As more than one mountain rescue team may be conducting a rescue at any one time, a member cannot belong to more than one team; this avoids the possibility that a member is required to be in two different places at the same time.

Each mountain has one or more paths that lead to its summit. (For the sake of simplicity, the database ignores the fact that some of these paths may partially overlap with each other.) Each path may have a name, a length (to the nearest mile), and a grading that indicates how difficult it is. Each path starts in a town and leads to the summit of just one mountain. (For the sake of simplicity, the database ignores the fact that a path could continue from one summit to another summit.)

Each team is responsible for conducting rescues in the mountains surrounding the town in which the team is based. A team may be responsible for more than one path on a particular mountain. This scenario would occur, for example, if there were two paths from the town where a team is based to the summit of the same mountain. In order to avoid more than one team searching the same path, each path is the sole responsibility of just one rescue team. A mountain may be served by more than one team if it has more than one path to the summit. This scenario could occur, for example, if two teams are based on either side of a mountain.

Each mountain rescue team is allocated one RAF base from which it may request help. Every RAF base has a unique name and operates just one type of helicopter. Sometimes the region in which a base is located is stored. An RAF base can assist more than one mountain rescue team.


The sample data should be attached below.

Q1) Draw an E-R Diagram using Crow's Foot Notation
Q2) List the logical (relational) model
Q3) Explain why your logical (relational) model is in first, second, and third normal form.

 

Name
Mountain
Snowdon
Location
CaderIdris
Glyders 115:642580
124:710130
115:608543
Height Shape
893 ridge
999 ridge
RescueTeam
1085 conical
ID
Town
Name
MRTO1 Harlech
StAthan
MRTO2 Dolgellau StAthan
MRT03
Bangor Valley
MRT04 Llanberris Valley
Rescue
TeamID
MEM0008 doc
MEM0009 radiohead
MEM0010 marry
MRT01
MRTO2
Pony
MRT03 Devil
MRT03
MRT03
MRT03 CribGoch
MRT04 Llanberris
Region
Glamorgan
Glamorgan
Anglesey
Anglesey
MemberID Nickname
MEM0001 boss
MEM0002 quack
MEM0003 walkytalkyguy radio-operator
MEM0004 mapman
MEM0005 packhorse
MEM0006 kitman
MEM0007 chief
Name
Minffordd
Role
leader
first-aider
RAFBase
Miner
Pyg
navigator
dogsbody
dogsbody
leader
first-aider
radio-operator
navigator
Path
Length
6
8
5
4
3
w w
3
5
Helicopter-type
Sea-King
Sea-King
Sea-King
Sea-King
Telephone Team
0142-788-135 MRT03
0142-788-853 MRT03
0142-788-098 MRT03
0142-788-064 MRT03
0142-788-367
MRT03
0142-788-234
MRT03
013391-076
MRT02
013391-154
MRT02
013391-043
MRTO2
013391-134
MRTO2
Grade
difficult
moderate
moderate
easy
moderate
difficult
easy
Transcribed Image Text:Name Mountain Snowdon Location CaderIdris Glyders 115:642580 124:710130 115:608543 Height Shape 893 ridge 999 ridge RescueTeam 1085 conical ID Town Name MRTO1 Harlech StAthan MRTO2 Dolgellau StAthan MRT03 Bangor Valley MRT04 Llanberris Valley Rescue TeamID MEM0008 doc MEM0009 radiohead MEM0010 marry MRT01 MRTO2 Pony MRT03 Devil MRT03 MRT03 MRT03 CribGoch MRT04 Llanberris Region Glamorgan Glamorgan Anglesey Anglesey MemberID Nickname MEM0001 boss MEM0002 quack MEM0003 walkytalkyguy radio-operator MEM0004 mapman MEM0005 packhorse MEM0006 kitman MEM0007 chief Name Minffordd Role leader first-aider RAFBase Miner Pyg navigator dogsbody dogsbody leader first-aider radio-operator navigator Path Length 6 8 5 4 3 w w 3 5 Helicopter-type Sea-King Sea-King Sea-King Sea-King Telephone Team 0142-788-135 MRT03 0142-788-853 MRT03 0142-788-098 MRT03 0142-788-064 MRT03 0142-788-367 MRT03 0142-788-234 MRT03 013391-076 MRT02 013391-154 MRT02 013391-043 MRTO2 013391-134 MRTO2 Grade difficult moderate moderate easy moderate difficult easy
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Are the tables normalized? If so, can you explain how and why your logical (relational) model is in first, second, and third normal form in relation to the question specifically?

 

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