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The Saga Of The Uphill-Downhill Shot, Part I
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<blockquote data-quote="25.06" data-source="post: 647656" data-attributes="member: 22714"><p>Good Afternoon'</p><p> </p><p>I would like to participate in this conversation. Unfortunately, I don't know how to insert an Excel spreadsheet I created called " Shooting Angle Matrix ".</p><p> I have always thought, a direct range to the target multiplied by an angle multiplier, base on the degree of angle. This would give you the Gravity Range, reflecting the difference. </p><p> I,E,. A direct range of 400 yards at a 40 degree angle would compute to 308 yards and your scope could be adjusted accordingly. ( the Multiplier for a 40 degree angle is .77 400 X .77 = 308 yards.</p><p> If this is not correct, I guess I need to rework my Matrix. Currently, I print it at 60% laminate it and carry it in my pocket for ranges to 500 yards with up to 60 degress angle calculations with each cell in the matrix calculating gravity ranges. So, could someone direct me to directions on " How To"</p><p> Please reply:</p></blockquote><p></p>
[QUOTE="25.06, post: 647656, member: 22714"] Good Afternoon' I would like to participate in this conversation. Unfortunately, I don't know how to insert an Excel spreadsheet I created called " Shooting Angle Matrix ". I have always thought, a direct range to the target multiplied by an angle multiplier, base on the degree of angle. This would give you the Gravity Range, reflecting the difference. I,E,. A direct range of 400 yards at a 40 degree angle would compute to 308 yards and your scope could be adjusted accordingly. ( the Multiplier for a 40 degree angle is .77 400 X .77 = 308 yards. If this is not correct, I guess I need to rework my Matrix. Currently, I print it at 60% laminate it and carry it in my pocket for ranges to 500 yards with up to 60 degress angle calculations with each cell in the matrix calculating gravity ranges. So, could someone direct me to directions on " How To" Please reply: [/QUOTE]
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The Saga Of The Uphill-Downhill Shot, Part I
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