About 40 to 44 inches.
After each bounce, the ball reaches half of the height from which it was dropped. Since the ball was initially dropped from 10 feet, on the first bounce it will reach 5 feet, on the second bounce it will reach 2.5 feet, on the third bounce it will reach 1.25 feet, and on the fourth bounce it will reach 0.625 feet.
A tennis ball typically bounces to about 50-60% of the height it was dropped from. So, if dropped from 5 feet onto asphalt, it would bounce back up to around 2.5 to 3 feet. The actual height can vary depending on factors like the ball's pressure, surface condition, and angle of impact.
In the REAL World, it will bounce LESS than 5 feet. How much LESS? That depends on the Elasticity of the Collision. In a PERFECT SYSTEM, with a 100% Elastic Collision and no Frictional Losses, it would bounce (Rebound) to 5 feet...forever, over and over again.However, there is no REAL totally elastic collision in the REAL World. The Rebound Force will be LESS than the Collision Force of the Ball. This is due to Frictional Forces that cause Energy Losses in the form of HEAT in the Ball and the Floor materials.
The highest bouncing ball in the world is the Superball. It is made of a synthetic rubber compound that allows it to bounce incredibly high, reaching heights of up to 92 feet when dropped from a helicopter.
After the first bounce, the ball reaches a height of 24 feet. After the second bounce, it reaches a height of 12 feet, and so on. The ball will bounce an infinite number of times, each time reaching half the height of the previous bounce, getting closer and closer to the ground but never actually reaching 0 feet in height.
After each bounce, the ball reaches half of the height from which it was dropped. Since the ball was initially dropped from 10 feet, on the first bounce it will reach 5 feet, on the second bounce it will reach 2.5 feet, on the third bounce it will reach 1.25 feet, and on the fourth bounce it will reach 0.625 feet.
Not all super balls bounce the same way. We would have to know more about the ball, such as its size and the material it's made of.
If properly inflated, it will bounce 8 times. Each bounce rebounds about 70%, so 14 feet on the first bounce, then about 10 on the second, etc. until the ball is bigger than the bounce.
it depense what kind of serface it is but if its hard it will go from 6 to 7 feet
A tennis ball typically bounces to about 50-60% of the height it was dropped from. So, if dropped from 5 feet onto asphalt, it would bounce back up to around 2.5 to 3 feet. The actual height can vary depending on factors like the ball's pressure, surface condition, and angle of impact.
In the REAL World, it will bounce LESS than 5 feet. How much LESS? That depends on the Elasticity of the Collision. In a PERFECT SYSTEM, with a 100% Elastic Collision and no Frictional Losses, it would bounce (Rebound) to 5 feet...forever, over and over again.However, there is no REAL totally elastic collision in the REAL World. The Rebound Force will be LESS than the Collision Force of the Ball. This is due to Frictional Forces that cause Energy Losses in the form of HEAT in the Ball and the Floor materials.
Math is used to quantify scientific observations and predictions. Ie: how high will the ball bounce when dropped from 10 feet?
75%
The highest bouncing ball in the world is the Superball. It is made of a synthetic rubber compound that allows it to bounce incredibly high, reaching heights of up to 92 feet when dropped from a helicopter.
After the first bounce, the ball reaches a height of 24 feet. After the second bounce, it reaches a height of 12 feet, and so on. The ball will bounce an infinite number of times, each time reaching half the height of the previous bounce, getting closer and closer to the ground but never actually reaching 0 feet in height.
Due to a golf ball being so hard it hits the ground the energy is so strong it bounces up higher than any other ball. A golf ball is so hard and that energy just can't wait to get released and bounces up very high. There is many layers in a golf ball. All the layers are Sort of like rubber material so then that is why a golf ball bounces the highest.
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).