You'd either see the the glow from Detroit Metro area or Toledo - Windsor is not well illuminated.
i definitely believe this is possible given a clear day for 3 reasons...
1.water reflects light, thus making lights and objects on the opposite shore look much closer than they actually are.
2.being 300+ feet in the air will give you a vantage point of approx 64 miles (roughly 1 degree of latitude)...on a clear day it's well within the distance from cedar point to the north shore of the lake near kingsville and leamington ontario..
3.i've seen it many times from both shores of lake ontario. while looking south across the lake from lakeshore blvd near exhibition place, i've seen a line of lights on the horizon from niagara falls and the niagara region...likewise i've been in st catharines, grimsby, and youngstown, ny and seen not only yellow dots of light, but also the red flashing beacons of radio transmitters in mississauga, and the illuminated outlines of the buildings in downtown toronto....
Zombie thread!
Jeff - Advocate of Great Great Tunnels™ - Co-Publisher - PointBuzz - CoasterBuzz - Blog - Music
After reading this I don't think you can see Cleveland from the point. Only because From where Cedar Point is and where Cleveland is part of Ohio juts out and will be in the way(Avon Lake). So more then likely any blips of lights you see are coming from the Avon Lake power plant which sits on the lake.
11 years.
I wish I remembered how to work out this problem... We had a very similar question in my physics class a few years ago. If you were "X" feet up, could you see "this point" which is "X" miles away. Taking in account the curvature of the earth and such, to see if it was even possible based on your height and curvature of the earth. Probably just simple trig and such, but my mind is now in OFF mode as winter break has begun :D
-Steve
You can find the approximate distance to the horizon with this formula:
d = (1.5 x h)^(0.5)
d: distance to horizon (miles)
h: observer's height above sea level (feet)
So, if we're to assume Pelee Island is 20 miles from CP...
20 = (1.5 x h)^(0.5)
h = 267 feet
According to this formula, you'd need to be at least 267 feet higher than Pelee Island in order to be able to see it from the top of MF.
Alternatively, since we know MF is 310 feet tall, we can calculate that the horizon will be 21.6 miles away. So, if Pelee Island is 22 miles away, you're not going to see it from MF.
Brandon
Pelee looks like it's only about 15 miles away (at least the southern shore) based on google maps.
http://maps.google.com/maps?hl=en&q=Pelee%20Island&um=1&ie=UTF-8&sa=N&tab=wl
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