# F Exercise 04

Last updated: 2020-08-12 00:41:49

## F.1 Question 1

• Read the Shapefile named nafot.shp, which includes polygons of “Nafa” administrative regions in Israel.
• Calculate how many neighboring polygons each “Nafa” intersects with (not including self!).
• Print a map that shows the number of neighbors per “Nafa” (Figure F.1).
• Remember: do not use specific values in your calculation, the number of neighbors needs to be calculated in the code!

(50 points)

## F.2 Question 1

• Load the built-in data.frame object named world.cities from the maps package, as follows:
library(maps)
##                 name country.etc   pop   lat  long capital
## 1 'Abasan al-Jadidah   Palestine  5629 31.31 34.34       0
## 2 'Abasan al-Kabirah   Palestine 18999 31.32 34.35       0
## 3       'Abdul Hakim    Pakistan 47788 30.55 72.11       0
## 4 'Abdullah-as-Salam      Kuwait 21817 29.36 47.98       0
## 5              'Abud   Palestine  2456 32.03 35.07       0
## 6            'Abwein   Palestine  3434 32.03 35.20       0
• The world.cities object is a table with world cities of population greater than about 40,000. The table includes the longitude and latitude of each city in the long and lat columns, respectively.
• Read the Shapefile named nafot.shp, which includes polygons of “Nafa” administrative regions in Israel.
• Subset those cities which intersect with the “Nafa” polygons.
• Calculate, a layer named pol representing the area in each “Nafa” that is $$>20$$ $$km$$ from the nearest city in world.cities.
• Note: Transform world.cities to the ITM Coordinate Reference System of nafot.shp (which is in ITM), then use ITM for all calculations.
• Plot:
• The “Nafa” layer (transparent, with grey borders)
• The calculated layer with the area $$>20$$ $$km$$ from the nearest city (in green)
• All cities intersecting with the “Nafa” layer (as circles)
• Add text labels on the areas $$>20$$ $$km$$ from the nearest town with the name of the corresponding Nafa (in red).
• In the end, you should get a map such as the one shown in Figure F.2.

(50 points)