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The third-longest suspension bridge in the United States - as seen from Mackinac Island - some five miles away. Near sunset. One cloud. Simple.
i'm taking leo and courtney's "clutterfat" challenge. i packed up all the toys today and put them in large leaf bags and will sort through at my leisure. looking forward to having LESS of everything.
this is our "catch all" storage area, rarely clean. the cupboards are full of fabric and seasonal items.
Trying out a few different ways of lighting with a single light. Was going for Rembrant lighting but I never really got "the triangle" without extremely contrasty shadows. I'll have to keep playing
Also used Topaz Adjust's "Simplify" on this one.
Online Solver simplify radical expressions Rational expression is one of the most complex and a bit tough topic of mathematics syllabus. Before going in deep lets discuss about rational numbers. Rational number is basically an expression which can be written in the form of fraction like a/b. Here a is the numerator and b is a denominator. The most important thing to remember before simplifying a rational expression is that the denominator in a fraction can never be zero. Let's take an example to understand it better: the numbers 1/3 and -6/1 are rational numbers. A number 2 is also an expression as we can write it as 2/1 = 2 and any number in decimal form can also be written as a rational expression for example: 1.33 is a rational number: 1.33 = 133/100.
Hutongs (simplified Chinese: 胡同; traditional Chinese: 衚衕; pinyin: hútòng) are a type of narrow streets or alleys, most commonly associated with Beijing, China. In Beijing, hutongs are alleys formed by lines of siheyuan, traditional courtyard residences.[1] Many neighbourhoods were formed by joining one siheyuan to another to form a hutong, and then joining one hutong to another. The word hutong is also used to refer to such neighbourhoods.