Question

use the map provided. which lines of latitude and longitude shown on the map intersect in the country of sweden? write the coordinates in this format: 40n, 80w (use the correct numbers and directions).

Explanation:

Step1: Identify latitude for Sweden

Looking at the map, Sweden is near the $60^\circ$N latitude line (since it's north of $50^\circ$N and the Arctic Circle is above, but $60^\circ$N is marked and passes near Sweden).

Step2: Identify longitude for Sweden

The longitudes marked are $15^\circ$E, $30^\circ$E, etc. Sweden is in the region of $15^\circ$E to $30^\circ$E, and from the map's layout, $15^\circ$E or $30^\circ$E? Wait, looking at the map, Sweden is between $15^\circ$E and $30^\circ$E? Wait, no, the map has $15^\circ$E, $30^\circ$E, $45^\circ$E, $60^\circ$E. Wait, Sweden's location: let's check the latitude lines. The $60^\circ$N latitude is marked, and longitude: looking at the map, Sweden is around $15^\circ$E? Wait, no, maybe $60^\circ$N and $15^\circ$E? Wait, no, let's re - examine. The latitude lines: $40^\circ$N, $50^\circ$N, $60^\circ$N. Sweden is above $50^\circ$N, so $60^\circ$N. Longitude: the longitudes are $15^\circ$W, $0^\circ$, $15^\circ$E, $30^\circ$E, $45^\circ$E, $60^\circ$E. Sweden is in the eastern part of Europe, so between $15^\circ$E and $30^\circ$E? Wait, no, the map shows Sweden near the $15^\circ$E or $30^\circ$E? Wait, actually, from the map, Sweden is intersected by $60^\circ$N (latitude) and $15^\circ$E (longitude)? Wait, no, maybe $60^\circ$N and $15^\circ$E? Wait, let's check the coordinates. Sweden's actual coordinates are around $60^\circ$N to $70^\circ$N and $11^\circ$E to $24^\circ$E. From the map, the marked latitude is $60^\circ$N and longitude $15^\circ$E (since $15^\circ$E is a marked line and $60^\circ$N is a marked line, and they intersect in Sweden).

Answer:

$60^\circ$N, $15^\circ$E