The use of Cos function
function function: Returns the cosine of the given angle. This is consistent with the knowledge of mathematics.
function syntax: COS (number)
Number is the angle to which the cosine is required, expressed in radians.
1. Coordinate system:Flash coordinate system and mathematical coordinate system: the X axis is the same, and the y axis is the opposite.[Mathematical coordinate system][Coordinate system in Flash]2. Conversion between Angle and Radian:(1) radians:
The formula is as follows, unit meters:1th latitude and Longitude: lng1 LAT12nd latitude and Longitude: lng2 lat2Round (6378.138*2*asin (sqrt (POW (LAT1*PI ()/180-lat2*pi ()/180)/2), 2) +cos (Lat1*pi ()/180) *cos (LAT2*PI ()/180) * Pow (Sin
Calculate the distance between two-point latitude and longitude under MySQL(2012-12-25 13:21:09)reproduced
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The formula is as follows, unit meters:1th latitude and Longitude: lng1 LAT12nd
Recently, I learned about Android Image Processing in the system (I collected some information on the Internet and compiled my own testing program.) Here I will summarize:
I. colormatrix class
Colormatrix is a 5x4 matrix. The first line indicates
It gives you two latitude and longitude, and calculates the distance between them.
How are these cable cables determined? The earth is constantly rotating around the Earth's axis (the Earth's axis is a path through the north and south poles of the
How do I determine the conversion of the blog. csdn. netvincent_czzarticledetails7963740 and above? The earth is constantly rotating around the Earth's axis (the Earth's axis is a hypothetical line through the earth's north and south poles and the
Calculate the distance between two points based on the latitude and longitude, and the distance between two points based on the latitude and longitudeCalculate the Distance Based on the longitude and latitude of two points
How are these cable cables
How are these cable cables determined? The earth is constantly rotating around the Earth's axis (the Earth's axis is a hypothetical line through the earth's north and south poles and the Earth's Center), draw a large circle perpendicular to the
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