How many furlongs per fortnight would 1300 fps come to?
John
1 furlong=220 feet
How many furlongs per fortnight would 1300 fps come to?
John
OK, so if 1300 fps is 886 mph, and you are in a jet traveling 887 mph, and you hold your favorite pre-war model 27 out the window, facing forward, and fire your favorite 158 grain SWC at 1300 fps load, will the bullet leave the barrel?....![]()
OK, so if 1300 fps is 886 mph, and you are in a jet traveling 887 mph, and you hold your favorite pre-war model 27 out the window, facing forward, and fire your favorite 158 grain SWC at 1300 fps load, will the bullet leave the barrel?....
Larry
OK, so if 1300 fps is 886 mph, and you are in a jet traveling 887 mph, and you hold your favorite pre-war model 27 out the window, facing forward, and fire your favorite 158 grain SWC at 1300 fps load, will the bullet leave the barrel?....
Larry
No, better double check that. It’s 1/8th of a mile or 220 yards. It’s only a 220 feet if your feet are 36 inches long.1 furlong=220 feet
OK, so if 1300 fps is 886 mph, and you are in a jet traveling 887 mph, and you hold your favorite pre-war model 27 out the window, facing forward, and fire your favorite 158 grain SWC at 1300 fps load, will the bullet leave the barrel?....
Larry
Fixed!
Think of gravity as an elastic band, pulling objects to the Earth.
As the bullet's momentum drops to equal the force of gravity,
the bullet begins accelerating back to earth, at the rate of
32 fps/sec.
Falling bullets can, and have killed people.
The inertia of bullet rotation is miniscule, compared to the inertia of it's linear velocity.
of bullet moving
Here's a handy free program for all kinds of conversions, btw:
Convert for Windows – joshmadison.com
OK, so if 1300 fps is 886 mph, and you are in a jet traveling 887 mph, and you hold your favorite pre-war model 27 out the window, facing forward, and fire your favorite 158 grain SWC at 1300 fps load, will the bullet leave the barrel?....
Larry
dude to Lee Van Cleef: "This train doesn't stop in Tucumcari"
Main man Lee: "This train will stop at Tucumcari"
Me: The train will arrive at the station exactly when it arrives at the station.
Set the 6 on your C scale over the 8.8 on your D scale. Just move the cursor to MPH on the C scale and read FPS on the D.