The experimental setup I envision is as follows: you get a sheet of melamine, stick it in the middle of the school gym, set one end on a sawhorse to create the slope, put the two balls at the top of the slope, let go of them at the same time and measure to see which one goes farther once it gets out onto the gym floor. Right? Because of the weights of the two balls, the Bowling ball will travel farther. It can store more energy from gravity.
The object with the most gravitational force would be the bowling ball, as it has the greatest mass compared to a sand grain, marble, and tennis ball. Gravitational force increases with mass, so the object with the highest mass will have the strongest gravitational force.
The net force would be in the direction of the bowling ball's motion, which in this case would be towards the bowling pin.
Any amount of force can stop either kind of ball. But a greater force is required to stop a bowling ball than to stop a soccer ball IN THE SAME TIME, because the bowling ball has more mass, and therefore more momentum and more kinetic energy.
The force required to accelerate a 25 kg bowling ball can be calculated using the equation F = ma, where F is the force, m is the mass of the bowling ball, and a is the acceleration. If the acceleration is given, you can plug in the numbers to find the force needed.
Yes, weight can affect how far a catapult launches a tennis ball. A heavier weight in the catapult can generate more force and potential energy, which can result in the tennis ball being launched further. However, the weight must be balanced and optimized to ensure the catapult operates efficiently and effectively.
the table tennis ball
The object with the most gravitational force would be the bowling ball, as it has the greatest mass compared to a sand grain, marble, and tennis ball. Gravitational force increases with mass, so the object with the highest mass will have the strongest gravitational force.
sand grain
Because of the amount of force, spin, and angle you place on the ball with your raquet.
The net force would be in the direction of the bowling ball's motion, which in this case would be towards the bowling pin.
It typically takes about 110-130 Newtons of force to knock over a standard 15-inch-tall bowling pin. This force can vary depending on factors such as the weight of the bowling ball and the angle at which it strikes the pin.
Accordig to one of Newton's laws, the force is equal because objects exert equal and opposite force on one another. This is why if you punch a brick wall, your hand will probably hurt. You are hitting the brick wall and it is "hitting" you back with the same amount of force.
it knocks the pins down.
Any amount of force can stop either kind of ball. But a greater force is required to stop a bowling ball than to stop a soccer ball IN THE SAME TIME, because the bowling ball has more mass, and therefore more momentum and more kinetic energy.
Since F= ma the much lighter tennis ball would receive much more acceleration and ,consequently, roll much farther, how far depend on the rolling surface. If they received the same initial velocity, they theoretically would roll the same distance bu it would again depend on the surface.
The force required to accelerate a 25 kg bowling ball can be calculated using the equation F = ma, where F is the force, m is the mass of the bowling ball, and a is the acceleration. If the acceleration is given, you can plug in the numbers to find the force needed.
The limiting frictional force is the force that slows down the tennis ball on the roller coaster.