A minimum of 1.667 newtons.
The ideal mechanical advantage of the can opener is calculated as the ratio of the output force to the input force. In this case, it would be 60 newtons (output force) divided by 20 newtons (input force), which equals 3. This means that for every 1 newton of input force applied, the opener can exert 3 newtons of force on the can.
98.07 newtons (Force = mass x acceleration)
The pound.force, or in the SI system the Newton (1 pound.force = 4.48 Newtons)
Newtons is a measure of Force and Kilograms of mass, so this conversion only has sense for a particular gravitational field. On earth's surface a mass of 1 Kg exerts a force a force of approximately 9.8 Newtons, so 125 Kg exert a force of approximately 1225 Newtons. Using the conversion 1 Kg to 10 Newtons is also widely accepted in some fields, so you could approximate it to 1250 N
The force the other team will have to overcome to win is the sum of the forces exerted by you and your friend, which is 3 newtons + 8 newtons = 11 newtons. So, the other team will have to exert a force greater than 11 newtons to win the tug of war.
Force is measured in Newtons. Weight is a force, therefore it is also measured in Newtons.Force is measured in Newtons. Weight is a force, therefore it is also measured in Newtons.Force is measured in Newtons. Weight is a force, therefore it is also measured in Newtons.Force is measured in Newtons. Weight is a force, therefore it is also measured in Newtons.
This depends on the weight of the rocket, weight being the mass of the rocket multiplied by earth's gravitational pull. To take off, the rocket needs to exert force larger than the weight, and for a sufficient amount of time to break out of orbit. For instance, if the rocket had a mass of 1kg, it'd exert (1 * 9.8), or 9.8 Newtons of force towards to ground via it's weight (9.8 being the acceleration towards the ground due to gravity). This means that to start to accelerate away from the ground, the rocket would need to exert force higher than 9.8 Newtons. If your hypothetical rocket has a mass of x kg, then it will need to exert a force greater than 9.8x newtons, ignoring air resistance and decaying of the gravitational field.
Yes, the force generated by a 100kg weight falling is determined by the acceleration due to gravity, which is approximately 9.81 m/s^2. Therefore, the force produced by a 100kg weight falling would be approximately 981 newtons (not 2000 newtons).
(weight) force = newtons, 1 kilogram force = 9.80665 newtons
If the floor is on Earth, then the weight of 110.0 kg of mass is 1078.8 newtons. (rounded)
(weight) force = newtons, 1 kilogram force = 9.80665 newtons
The ideal mechanical advantage of the can opener is calculated as the ratio of the output force to the input force. In this case, it would be 60 newtons (output force) divided by 20 newtons (input force), which equals 3. This means that for every 1 newton of input force applied, the opener can exert 3 newtons of force on the can.
No matter how much force you exert downward, it shall avail you naught. No downward force acting directly on the object can ever succeed in lifting it.
The force that a human body can exert on a surfboard is its weight. Weight is the gravitational force acting on a body's mass, and is determined by multiplying the acceleration due to gravity (g), 9.81m/s2, times the person's mass in kilograms. The unit for weight is the Newton (N). For example, if a person has a mass of 75.5kg, his weight in Newtons will be 75.5kg x 9.81m/s2 = 741N.
On earth, 1 stone is the weight of 6.35 kilograms of mass.15 stone is the weight of 95.25 kilograms of mass = 933.49 newtons. (rounded)That's the magnitude of both forces ... the force that attracts the earth to the person,and the force that attracts the person to the earth. The net force on the soles of theperson's shoes is zero.
98.07 newtons (Force = mass x acceleration)
The ball exerts an equal and opposite force of 8 newtons on the bat, according to Newton's third law of motion. So, the force exerted by the ball on the bat is also 8 newtons.