The height to which a ball can be thrown on the moon can be calculated using the formula (h_{\text{moon}} = h_{\text{earth}} \times \left(\frac{g_{\text{moon}}}{g_{\text{earth}}}\right)), where (h_{\text{earth}} = 30) feet is the height on Earth, (g_{\text{earth}} = 32.2) ft/s² is the acceleration due to gravity on Earth, and (g_{\text{moon}} = 5.3) ft/s² is the acceleration due to gravity on the moon. Plugging in these values, we get (h_{\text{moon}} = 30 \times \left(\frac{5.3}{32.2}\right) \approx 4.94) feet. Therefore, a ball thrown to a height of 30 feet on Earth would reach a height of approximately 4.94 feet on the moon.
Earth's gravitational pull causes the ball to fall back down to the ground after being tossed. The strength of the gravitational pull determines how quickly the ball falls and how high it can be thrown.
With a stronger gravitational pull on Jupiter than on Earth, the man would be able to jump higher on Jupiter. On Jupiter, his jump would be approximately 18 feet high, which is equal to 216 inches.
If you could jump 2 feet on Earth, you could jump 30 feet on Pluto.
184.2 feet high 28.5 feet in diameter
The Himalaya Mountains are at a very high altitude, with many peaks exceeding 8,000 meters (26,247 feet) above sea level, including Mount Everest, the highest point on Earth. This range contains some of the tallest mountains in the world, making it a significant feature of the Earth's topography. The high altitude contributes to unique climatic and ecological conditions in the region.
2 throws plus ball position
10 feet
on the ground
it depends on wind and a bunch of other things.
When you throw a ball into the air, it always comes down if nothing gets in its way. Earth’s gravity pulls on objects that are near Earth’s surface. The only way objects can break from Earth’s gravity is if they are pulled away by a stronger force.
The nets are usually 6 feet .
Its impossible to kick it 500 feet you would need a machine :)
Two free throws are awarded. Ball is given out of bounds for a throwin
The distance depends on the age. 13 and older is 43 feet. 11 and 12 is 40 feet and 10 and under is 35 feet.
A regulation basketball goal is 10 feet high at the rim.
The total vertical distance the ball has traveled is 96 feet, calculated as 48 feet for the initial drop plus 48 feet for the sum of the bounces (24 feet for the first bounce and 12 feet for the second bounce).
Due to the force of gravity. The gravitational attraction between the Earth and the ball is what causes the ball to drop.