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Hyder, Alaska - Friendliest Ghost Town in Alaska

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  Did you know that there is an exclave called Hyder in Alaska. ? Hyder Hyder is located  at the southeastern tip of the Alaska Panhandle, separated by the Coast Mountains and glaciers.. It  is geographically isolated and lacks direct road access from the rest of Alaska. The only road access is from Stewart, British Columbia, Canada. It is 2 miles from Stewart. It is located at 55°N, 130°W.  Map position of Hyder, Alaska Hyder is 75 miles from Ketchikan, Alaska. It is a 96 mile fjord which forms a border of the US and Canada. Fjord means a long narrow water inlet surrounded by mountains. Red dot represents location of Hyder on Alaska map What is a panhandle? Panhandle means a narrow strip of territory that looks like in picture below for example Idaho, Texas etc.  Texas Panhandle example History The USA  bought Alaska from Russia in 1867. There was an agreement on the  border between Russia and Britain in 1825. As part of the agreement, when the USA bo...
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North West Angle, MN

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 Another interesting anomaly of US map  is North West Angle.  It comes under Minnesota state, USA.  (Ref: Wikipedia image)  About this point:  Northwest angle is "angle" is north west of the Lake woods in Minnesota. It is exactly north of 49th parallel. It is the only place north of 49th which forms the border of US and Canada. This is also US exclave.  NW angle is the northern most point of 48 contiguous US.  Contiguous states in USA are states that share borders, it doesn't include Alaska and Hawaii.  This land is surrounded by lake waters and Canada land on all sides. (Ref:  LINK Little information about border Another interesting fact is that, due to misunderstood geography of the area, northwest angle became part of USA.  This was part of Treaty of Paris in 1783. As part of treaty, it was agreed that border would run from east coast to Mississippi river.. This was based on map from 1755 which showed lake woods smaller,  It...
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Canon Beach

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  Going to cannon beach We went on a road trip with my grandparents to cannon beach. We went on SR-18., I-5 ,SR-432 ,SR-433, us-30 and us101. 
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49th parallel (Oregon Treaty of 1846)

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 Oregon Treaty The Oregon treaty was signed to settle the long standing dispute between the US and British(now Canada). This treaty resolved the western border between the United States and British Canada Oregon Country Before the treaty was signed, Oregon Country was jointly owned by Britain and US. Oregon Country later became part of current Washington, Oregon, Idaho and Montana and Wyoming. It was signed by President James Polk and John Tyler on July 16th 1846. Below is the map of the Oregon Country. Wikipedia image of Oregon Country    49th Parallel One of the key feature of the treaty is  establishment of 49th parallel line(49N latitude) as border between countries. An imaginary parallel line drawn from Rocky Mountains to Georgia Strait.  There were some exceptions made to 49th parallel line, like Vancouver Island remained under Britain, now part of Canada, while Point Roberts remained under USA.    Google map of current border A Unique Outcome...
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Las Vegas trip

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  We  flew to Las Vegas. Las Vegas is the largest city in Nevada.  I saw the famous “Welcome to fabulous Las Vegas” sign in the airport. I was excited to see this sign. We rented a car and drove. While driving I saw the “I-15” sign which goes all the way to San Diego, CA .   I love road signs and was excited to see another Interstate road sign. 
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Lothar Collatz conjecture theorem

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Lothar Collatz conjecture theorem   While reading about Paul Erdos in all book "Math Makers", i read about this interesting fact.   f(x) = 3x + 1, if x is odd,          = x /2, if x is even   Let's start with x is 6 f(x) = 6/2 =3 ,  now 3 is odd, so f(x) = 3*3 + 1 = 10,   and then f(x) = 5;  And then f(x) = 16, And f(x) = 8  And f(x) =4 And f(x) =2  And f(x) = 1   So this sequence always says that it will always have 1 in the end.   This works for any whole number.
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Hilbert Infinite Hotel Paradox

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  INTRESTING FACTS IN MATH This is details about all interesting facts I learn in Math.  Hilbert infinite hotel paradox.  Today I will discuss the Hilbert infinite hotel paradox.  Imagine a hotel with infinite rooms. And now infinite guests are already in each room. So now the problem is we have new infinite guests coming to check-in the hotel. How do we solve the problem where new guests also have rooms to stay?  Let's assume that all the rooms are similar in size and each guest is a single guest.  Now , we can solve by , putting each guest in 2*n where n is the hotel room number.  So lets say guest A is in room # 1, he will go to room #2, guest from room # 2 will go to 4, guest from #3 will go to 6, so on and so forth. Old guest room # New guest room # 1 2 2 4 3 6 10 20 15 30 17 34 123 246  So now even rooms are filled.  So now the new guests can go to odd number rooms starting from 1, 3, and so on.    There are many other popular...
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