A Baseball will curve better down on a flat plain (at lower elevation above sea level). This is because the curving is caused by the ball contacting the air and pushing the ball in a particular direction. A ball's particular spin, speed, how the ball's stitches meet the air, etc will determine specifically how it will change direction when the air pushes against it. Imagine a baseball thrown in a vacuum where there is no air. The ball would not curve at all because there is no air to push on it. The ball would continue on a straight path, influenced only by gravity pulling it downwards. On a mountaintop, there is less air in a given volume of space than there is on a flat plain (at a lower elevation). Therefore, there will be less air to push on a thrown baseball when it is thrown on a mountaintop. Since there is less air to push on it, it will curve less well when thrown on the mountaintop. So it will curve better when thrown down on a flat plain.
Since the curve of a ball relies on the friction with the air, the lower you go the more the dense the air will be, Thus providing more stuff to create friction with the ball.
A flat plain
A flat plain.
craig
explain what happens inside curve sample
Ess curve
Explain the consumer equilibrium with the help of indifference curve?
the tour has a better camera but the curve has better graphics i would go with the curve.
example of a J-curve population in nature? Explain.
How do you draw the total product Curve:
explain graphically the movement along the demand curve
Its the same I think :)
hysteresis losses
blackberry curve
There is not too much of a difference, but in my opinion the curve is better.