Your math is wrong again. If a plane takes off from LA and flies to NY, the plane is traveling 600 mph
faster than the earth is spinning. That means it's technically going 1600 mph, but since everyone on earth is already toing 1000 mph, we subtract the difference from the object that's moving faster.
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I'm glad you made this argument.
I'll do my best to explain the "false equivalence" of this argument.
There are two opposing presuppositions being used to make this case.
1. A bullet and it's equivalent, a plane, "do not" rotate with the earth.
2. A bullet and the plane "do" rotate with the earth.
All propositions properly begin with an "if".
If a bullet and a plane rotate with the earth then it is true that the speed of both are actually moving at their own speed plus the speed of the rotating planet. Thus it would be correct to say that a plane is moving at 600 mph plus 1000 mph which equals 1600 mph. A bullet moving at 1000 mph would actually be moving at 2000 mph.
It would follow that "no" correction or adjustments would be necessary for a plane moving at the same speed of the rotating earth in flight or in landing accept for wind.
It would follow that "no" correction or adjustments would be necessary for the flight of a bullet also accept for wind.
But the coriolis effect presupposes that a bullet must be adjusted for the rotation of the earth because it "does not" rotate with it.
If it is true that a speeding bullet does not rotate with the earth then it would be "equivalent" that a moving plane would also "not" be moving with a rotating earth.
If this is the case then a plane moving at 600 mph must be adjusted for a globe that is moving at 1000 mph. Which would be impossible.
--Dave