1. Determine the wind speed.
2. Divide the wind speed by the Q.W. number.
3. Multiply the Q.W. dope by the quotient.
4. Determine the SIN of your wind angle.
5. multiply the product by the SIN of the wind angle.
EX.1 - 600 yards, with a 12 mph wind from 1:00 with a 4 mph gun
1. 12 MPH wind
2. 12 / 4 = 3
3. .6 x 3 = 1.8 Mils
4. 1:00 = .5 sin
5. 1.8 x .5 = .9 Mils to adjust for the wind
EX.2 - 600 yards with a 12 mph wind from 1:30
1. 12 mph
2. 12 / 4 = 3
3. .6 x 3 = 1.8 Mils
4. 1:30 = .7 SIN
5. 1.8 x .7 = 1.26 Mils to adjust for the wind
EX.3 - 700 yards, 15 mph wind from 2:00
1. 15 x 7 = 2.14
2. .7 x 2.14 = 1.49 Mils
3. 1.49 x .86 = 1.28 Mils
Episode XX - Reading And Calculating Wind: Part III - Wind Number/B.C. Method
Episode XIX - Reading And Calculating Wind Part 2 - Wind Speed
Episode XVIII - Reading and Calculating Wind - Part 1 - Wind Angle
Episode XVII - We're Back - Update/2 Formulas
Episode XVI - Practicing Fundamentals of Marksmanship
Episode XV - How to build a QD chart: Part ll
Episode XIV - Making the Quick Drop Chart: Part l
Episode XIII - Truing Muzzle Velocity
Episode Xll - Quick Chart
Episode Xl - Moa vs Mil. Is one better?
Episode X - We Are Back: Update!
The Overwatch: Episode IX - Calc Forms
The Overwatch: Episode VIII - Ballistic calculators
The Overwatch: Episode VII - Determining Distance and Wind
The Overwatch: Episode VI - Dry Fire Practice; The Fundamentals Of Marksmanship
The Overwatch: Episode V - Data Collection
The Overwatch: Episode lV - Bore Sight and Zero
MOA, SMOA and MILS - TEST
The Overwatch: Episode lll - MOA, SMOA and MIL
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