No. It is a clever but insidious falsehood.
This question assumes a lot of facts not in evidence. You would have to explain your situation better to get a reasonable answer.
yes it is except for the one exception of Pluto which has 3 moons even though earth is bigger and it only has 1.
Yes. At least, if you want to throw it as far as a lighter object.
none of the above Force centripetal = (mass * velocity^2) ÷ radius More mass , more force needed to keep object in the circle Object going faster, more force needed to keep object in the circle Larger radius, less force needed to keep object in the circle That is why mass and velocity are in the numerator ( multipliers) and Radius is in the denominator ( divider)
If the MASS of the 1st Object in a COLLISION is too small to generate a FORCE large enough to overcome the INERTIA of the 2nd Object, then the more massive Object will not move. This could make it look like the more massive object is not REACTING to the Collision.
A baseball player can throw a baseball 90 m.p.h. What if you asked him to throw a bowling ball? It doesn't go nearly as fast or as far. The acceleration is much less, not because the baseball player is suddenly applying less force, but because the object he is applying the force to has much greater mass.
Newton's Second Law of motion refers to the relationship between force, mass and acceleration. Force is equal to the mass of an object times its acceleration. F=ma or Acceleration of an object is directly proportional to the Force applied to the object, and inversely proportional to the mass of the object. a=F/m
The more massive object will have a greater mass. Mass and gravity are interrelated. More mass, more gravity.
More mass will cause more gravitational force.
Because the acceleration depends on the gravitational force on the object. But the gravitational force on the object depends on its mass ... More mass = more force. Objects with less mass have less force on them, and objects with more mass have more force on them, and the force on each object is exactly enough so that each object winds up falling with the same acceleration.
Force = mass times acceleration, so the smaller mass will accelerate more.
More mass will cause more gravitational force.
-- It takes more force to accelerate an object with more mass. ... Gravity exerts more force on an object with more mass. -- It takes less force to accelerate an object with less mass. ... Gravity exerts less force on an object with less mass. Whatever the mass of the object happens to be, gravity always exerts just the right amount of force to accelerate it at always the same rate ... 9.8 meters per second2.
The mass of each object (more mass=stronger gravitational force) and the distance between the objects (the closer they are the stronger the force.
mass
The force required to accelerate an object depends on the object's mass. Newton's second law states that Force = Mass * Acceleration. Re-written to solve for acceleration, this becomes Acceleration = Force/Mass. Basically, this means that the more mass an object has, the more force is required to accelerate it. Also, the faster you want to accelerate the object, the more force you will need.
Isaac Newton's second law of motion states that force=mass x accelaration So the bigger the mass of the object the more force is needed to propel the object forward. This equation can also be shown as, f=ma
Yes, weight, or more precisely mass*, does have an impact on force. The impact is something like this: an object moving at a constant speed will have more force than an object traveling at the same speed with less mass.So, more mass equals proportionately more force.*Mass is a direct measurement of the amount of stuff in an object. Weight is the measurement of the apparent force of gravity on an object.
You increase the object's acceleration.
Since the force of gravity is directly proportional to mass, then increasing the mass of an object increases the force of gravity it produces.Since accceleration = force/mass, then increasing the mass of an object means it will have a smaller acceleration for the same force (or alternatively that you need more force to produce the same acceleration).