Hey there! I'm happy to help!
Edge cities are usually formed because land in the suburbs or on the outskirts of the city is cheaper (bid-rent curve), so they can make more a profit.
These businesses are normally connected the the CBD (central business district) so transportation to and from that area is still possible.
People that live in the suburbs or are visiting the main city have easy access to the edge city as you might not have to travel as far to these cities as the CBD (distance decay).
Edge cities can be a good thing because they allow for new businesses to thrive and they can increase economic activity and competition due to new construction, cheaper prices, new companies moving in, etc.
However, they can also be a detriment to the CBD because they might allow companies to relocate due to the cheaper land prices, they might take in the typical customers of the CBD companies, ultimately leading to the vacancy of the CBDs, which could be dangerous and create high-crime, unsanitary, or contaminated areas. It can also take attention away from significant or historical monuments and locations in the CBD.
Have a wonderful day and keep on learning! :D
By looking at the map that shows a portion of the western United States and Canada. The graph that best represents the average monthly air temperature for both Vancouver and Winnipeg is the fourth graph or number 4.
Answer/Explanation:
Answer choices are not given from which we can choose the pair of angles that are not an example of adjacent angles.
However, let's state all pairs of adjacent angles we have in the given figure above.
First, recall the definition of adjacent angles: 1. Adjacent angles do not overlap
2. They share the same vertex/corner
3. They share the same side
From the figure given, the pairs of adjacent angles that satisfies this definition are:
<LJF and <LJH (they share vertex J and side LJ)
<GHJ and <GHK (they share vertex H and side GH)
<MKH and <MKI (they share vertex K and side MK)
Any given angle pair in the answer choices that is not one of the above stated angle pairs is NOT an example of adjacent angles.
This is true!! hope this helps. :)
