QUESTION IMAGE
Question
locating places with latitude and longitude
the world
mercator projection
if friends say to you that they will meet you on main street, your first question will probably be, \where on main street?\
your friends might then reply, \well meet you at main street and cherry street.\ then you would know exactly where to go.
similarly, it is not enough to say, \the city is somewhere on latitude 40°n.\ you have to know where on 40°n. in map reading you would give the number of the line of longitude that crosses 40°n. thus, as you can see on the map there is a large x at the point where 40°n is crossed by 30°w.
when writing latitude and longitude positions it is important to include n or s, e or w. 10°s, for example, is a different line than 10°n; 90°w is a different line than 90°e.
using latitude and longitude together
- what letter is at:
50°n – 60°w? ____ 30°s – 15°w? ____
60°n – 30°e? ____ 35°n – 60°e? ____
40°s – 45°w? ____ 45°s – 150°e? ____
- print a g at 10°n - 75°e.
print an h at 60°s - 120°w.
print a j at 0° - 0°.
- challenge: find the position.
a. start at 40°s - 150°w.
b. move eastward 30°.
c. move southward 20°.
d. move eastward 15°. print a dot and the letter t where the lines of latitude and longitude cross.
e. what is the position? ______
Problem 1: Identifying Letters at Given Coordinates
Let's solve each sub - question one by one:
For \(50^{\circ}\text{N}-60^{\circ}\text{W}\)
- Step 1: Locate Latitude \(50^{\circ}\text{N}\)
- Find the horizontal line (latitude) that is labeled \(50^{\circ}\text{N}\) on the map.
- Step 2: Locate Longitude \(60^{\circ}\text{W}\)
- Find the vertical line (longitude) that is labeled \(60^{\circ}\text{W}\) on the map.
- Step 3: Find the Intersection
- The intersection of \(50^{\circ}\text{N}\) and \(60^{\circ}\text{W}\) has the letter \(M\).
For \(30^{\circ}\text{S}-15^{\circ}\text{W}\)
- Step 1: Locate Latitude \(30^{\circ}\text{S}\)
- Find the horizontal line (latitude) labeled \(30^{\circ}\text{S}\).
- Step 2: Locate Longitude \(15^{\circ}\text{W}\)
- Find the vertical line (longitude) labeled \(15^{\circ}\text{W}\).
- Step 3: Find the Intersection
- The intersection of \(30^{\circ}\text{S}\) and \(15^{\circ}\text{W}\) has the letter \(P\).
For \(60^{\circ}\text{N}-30^{\circ}\text{E}\)
- Step 1: Locate Latitude \(60^{\circ}\text{N}\)
- Find the horizontal line (latitude) labeled \(60^{\circ}\text{N}\).
- Step 2: Locate Longitude \(30^{\circ}\text{E}\)
- Find the vertical line (longitude) labeled \(30^{\circ}\text{E}\).
- Step 3: Find the Intersection
- The intersection of \(60^{\circ}\text{N}\) and \(30^{\circ}\text{E}\) has the letter \(R\).
For \(35^{\circ}\text{N}-60^{\circ}\text{E}\)
- Step 1: Locate Latitude \(35^{\circ}\text{N}\)
- Find the horizontal line (latitude) labeled \(35^{\circ}\text{N}\).
- Step 2: Locate Longitude \(60^{\circ}\text{E}\)
- Find the vertical line (longitude) labeled \(60^{\circ}\text{E}\).
- Step 3: Find the Intersection
- The intersection of \(35^{\circ}\text{N}\) and \(60^{\circ}\text{E}\) has the letter \(W\).
For \(40^{\circ}\text{S}-45^{\circ}\text{W}\)
- Step 1: Locate Latitude \(40^{\circ}\text{S}\)
- Find the horizontal line (latitude) labeled \(40^{\circ}\text{S}\).
- Step 2: Locate Longitude \(45^{\circ}\text{W}\)
- Find the vertical line (longitude) labeled \(45^{\circ}\text{W}\).
- Step 3: Find the Intersection
- The intersection of \(40^{\circ}\text{S}\) and \(45^{\circ}\text{W}\) has the letter \(K\).
For \(45^{\circ}\text{S}-150^{\circ}\text{E}\)
- Step 1: Locate Latitude \(45^{\circ}\text{S}\)
- Find the horizontal line (latitude) labeled \(45^{\circ}\text{S}\).
- Step 2: Locate Longitude \(150^{\circ}\text{E}\)
- Find the vertical line (longitude) labeled \(150^{\circ}\text{E}\).
- Step 3: Find the Intersection
- The intersection of \(45^{\circ}\text{S}\) and \(150^{\circ}\text{E}\) has the letter \(B\).
Problem 2: Plotting Points
- For \(G\) at \(10^{\circ}\text{N}-75^{\circ}\text{E}\)
- Step 1: Locate Latitude \(10^{\circ}\text{N}\)
- Find the horizontal line (latitude) labeled \(10^{\circ}\text{N}\).
- Step 2: Locate Longitude \(75^{\circ}\text{E}\)
- Find the vertical line (longitude) labeled \(75^{\circ}\text{E}\).
- Step 3: Mark the Point
- Mark the intersection of \(10^{\circ}\text{N}\) and \(75^{\circ}\text{E}\) with the letter \(G\).
- For \(H\) at \(60^{\circ}\text{S}-120^{\circ}\text{W}\)
- Step 1: Locate Latitude \(60^{\circ}\text{S}\)
- Find the horizontal line (latitude) labeled \(60^{\circ}\text{S}\).
- Step 2: Locate Longitude \(120^{\circ}\text{W}\)
- Find the vertical line (longitude) labeled \(120^{\circ}\text{W}\).
- Step 3: Mark the Point
- Mark the…
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Problem 1
- \(50^{\circ}\text{N}-60^{\circ}\text{W}\): \(M\)
- \(30^{\circ}\text{S}-15^{\circ}\text{W}\): \(P\)
- \(60^{\circ}\text{N}-30^{\circ}\text{E}\): \(R\)
- \(35^{\circ}\text{N}-60^{\circ}\text{E}\): \(W\)
- \(40^{\circ}\text{S}-45^{\circ}\text{W}\): \(K\)
- \(45^{\circ}\text{S}-150^{\circ}\text{E}\): \(B\)
Problem 2
- \(G\) is plotted at \(10^{\circ}\text{N}-75^{\circ}\text{E}\)
- \(H\) is plotted at \(60^{\circ}\text{S}-120^{\circ}\text{W}\)
- \(J\) is plotted at \(0^{\circ}-0^{\circ}\)
Problem 3
- The position of \(T\) is \(60^{\circ}\text{S}-105^{\circ}\text{W}\)