On earth, an 11-pound ball weighs 48.902N
On or near the surface of the Earth, 50 kg of mass weighs 490 newtons (110 pounds). (rounded) Note: That's also the weight of the Earth on or near the surface of the 50 kg mass.
4 quarters is approximately an ounce. one U S quarter weighs 5.67 grams which is almost exactly equal to 0.2 ounces. so five quarters equal 1 ounce try Google for stuff like this.
Not necessarily. Weight is the force of gravity acting on an object, so it depends on the mass of the object. A larger object may weigh more than a smaller object if it has more mass, but size alone does not determine weight.
No, the mass of the rubber ball would remain the same on the moon as it is on Earth. Mass is a measure of the amount of matter in an object and is independent of the gravitational field it is in. However, the weight of the rubber ball would be less on the moon due to the moon's weaker gravitational pull.
The weight of the golf ball would be about 1/6th of its weight on Earth due to the moon's weaker gravity. The golf ball would also experience different air resistance on the moon because it has no atmosphere. Additionally, the golf ball's bounce and roll characteristics would be different on the moon's surface due to the lower gravity and lack of atmosphere.
On earth, 3 kg of mass weighs 29.4 newtons (6.61 pounds).
A 16 pound bowling ball would be 71.172 newtons in weight.
On earth, 3 kg of mass weighs 29.4 newtons (6.61 pounds).
On earth, 3 kg of mass weighs 29.4 newtons (6.61 pounds).
It depends, like how inflated the ball, how high you dribble, etc.
On earth, a mass of 5.306 kilograms weighs 52 newtons. That's some baseball ! More like a bowling ball.
A tennis ball is 0.125 pounds. A forceof0.125 Ibs converts to 0.556 newtons.
F =ma where "a" is the accelerationof gravity in m/sec/sec, the weight in Newtons is 9.8 x 3 = 29.4 Newtons
F =ma where "a" is the accelerationof gravity in m/sec/sec, the weight in Newtons is 9.8 x 3 = 29.4 Newtons
Weight in a constant gravitational field is also constant, regardless of any surroundings. The weight will be two newtons underwater as well.
The weight of a 9.5 kg bowling ball can be calculated using the formula: weight = mass * acceleration due to gravity. The acceleration due to gravity is approximately 9.81 m/s^2. Therefore, the weight of a 9.5 kg bowling ball is about 93.95 Newtons.
If the plastic in the ball weighs 0.05 lbs, and the ball contains nothing but the plastic, then the weight of the ball is 0.05 lbs.