MOA or Angle Pattern is a common measure for describing different properties in the Rifle Scopes and in the Red Dot Sights folder. Most commonly used to describe the value of the cascade are the firearms and slopes of the guns. The click value is how much the reticulum moves on the tower with one click. Usually, you experience 1/8 and 1 MOA. For precise sights, MOA is usually used to describe point size, and circular reticulum is the size of the circle.
As a general rule we say that 1 MOA is 100 inches inches inches. The extension is 200 cm, 300 inches, 3 inches, and so on. It would be. The smaller the click value, the more accurate it will be to adjust the spin and height at the scope of the gun. This accuracy can be important for competitive shooting and long-term shooting. In addition, understanding the circumference of the circumferential regions helps to make pointing points useful for distance retention.
To accurately understand what MOA is, we need to interfere with some high school geometry. Ah, you see. All these years, there is practical value in the long classes in the geometric class.
In our MOA description we begin a circle. Of course, a circle is a geometric shape where every point is equal to a single point called the center. The distance from the center to the circle is the radius and the segment of the whole circle counts as arc. The circle is 360 degrees and each degree is divided into 60 minutes. For a moment we returned to our weapon, a MOA one degree 1/60.
For our example we use a radius of a circle. Let's suppose it's a yard. If you pay attention to this geometric class, you will remember that a radius of a circle is called a Unit Circle. The use of a circle of units makes mathematics simple. The circumference of the circle is defined by the formula 2 (pi) r, where r is the radius and pi is the constant value 3.14. Pi is actually one of the infinite decimals that is continually and continuously going on, but we stop it in point 2 of our assignment.
So our district is twice 3.14 times 1 or 6.28. Now we want to determine the length of one arc defined by one MOA. Thus, the 6.28 / 360 degree is 0.0174, and this is divided over an additional 60 minutes to obtain 0.000291. Of course we do not need to control a shotgun to shoot a yard, but we can calculate the arc length 100 meters. To do so, simply multiply 0,000291 times 100 to get 0,0291. Simple maths are true? Now that we convert it to inches, we multiply it to 36 because it has 36 inches in a yard. Thus, when we look at a target of 100 meters through a pistol range or red dot sight 0.0476 is inadequate, so simply rely on our thumb, 1 MOA is 100 inches inches inches.
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