Question

what city is located at 10.5 degrees south, 42.5 degrees east? map includes legend (campgrounds, volcano, mountain ranges, mountains by height, scale 10 km), compass (n), coordinates (30°e, 35°e, 40°e, 45°e, 50°e; 25°s, 20°s, 15°s, 10°s), and city names: rock city, white’s beach, green prairie, guster’s town, belleview, red bank, blue lake, etc.

Explanation:

Step1: Identify latitude and longitude

The coordinates are 10.5°S (south latitude) and 42.5°E (east longitude). We analyze the map's latitude (vertical lines: 10°S, 15°S, 20°S, 25°S) and longitude (horizontal lines: 30°E, 40°E, 45°E, 50°E) grid.

Step2: Locate the intersection

Find where 10.5°S (close to 10°S) and 42.5°E (between 40°E and 45°E) intersect on the map. The city at this intersection is Rock City? Wait, no—wait, let's re - check. Wait, the latitude lines: 10°S is the top - most south latitude (since lower numbers are closer to the equator, south latitude increases as we go down). Longitude: 40°E and 45°E. At 10°S (around 10.5°S) and 42.5°E, the city is Rock City? Wait, no, looking at the map: the cities are Rock City, White's Beach, Green Prairie, Belleview, Red Bank, Blue Lake, Gunter's Town. Wait, 10°S latitude line (the top - most south line, as 10°S is north of 15°S, 20°S, 25°S) and 40°E - 45°E longitude. The city on 10°S (near 10.5°S) and 42.5°E (between 40°E and 45°E) is Rock City? Wait, no, let's check the coordinates again. Wait, the latitude is south, so the lines are 10°S, 15°S, 20°S, 25°S (from top to bottom, since south latitude increases downward). Longitude: 30°E, 40°E, 45°E, 50°E (from left to right, east longitude increases rightward). So 10.5°S is just below 10°S (wait, no: 0° is equator, south latitude: 10°S is 10 degrees south of equator, 15°S is 15 degrees south, so 10°S is north of 15°S. So the top - most south latitude line is 10°S, then 15°S, etc. Longitude: 30°E is left, 40°E is middle - left, 45°E middle - right, 50°E right. So 10.5°S is near 10°S (slightly south of 10°S), and 42.5°E is between 40°E and 45°E. The city at that intersection is Rock City? Wait, no, looking at the map: Rock City is on 10°S (the top - most south line) and between 40°E and 45°E? Wait, the map shows Rock City on the 10°S latitude line (the top - most one) and around 40 - 45°E longitude. So the city at 10.5°S (close to 10°S) and 42.5°E (between 40°E and 45°E) is Rock City? Wait, maybe I made a mistake. Wait, let's check the other cities. White's Beach is on 10°S? No, White's Beach is below Rock City. Green Prairie is below White's Beach. Belleview is below Green Prairie. Red Bank is above Blue Lake. Blue Lake is above Green Prairie. Wait, the latitude lines: 10°S (top), 15°S, 20°S, 25°S (bottom). Longitude: 30°E (left), 40°E, 45°E, 50°E (right). So 10.5°S is in the 10°S - 15°S band, closer to 10°S. 42.5°E is in 40°E - 45°E band. The city at that intersection is Rock City. Wait, but let's confirm. The coordinates 10.5°S, 42.5°E: on the map, the city at that location is Rock City.

Answer:

Rock City