If they are both solid, and the incline is the same, the rate of acceleration will be the same.
Gravitationally, the same force does not affect a small mass and a large mass.The small mass is acted upon by a smaller gravitational force, and the large massis acted upon by a larger gravitational force. The result is that the small mass andthe large mass fall with the same acceleration, and meet the ground with the samespeed. During the fall, onlookers typically nudge each other and remark to each other:"My word! The large mass weighs more than the small mass!" They are correct in theirimpression, and the scientific reason behind their perspicacious observation is the factthat the gravitational force acting on the large mass is greater than the gravitationalforce acting on the small mass.
To give a large boulder a larger acceleration, you would need to apply a greater force to overcome the boulder's inertia. Increasing the force applied to the boulder by pushing, pulling, or using a mechanical device capable of exerting more force would result in a larger acceleration.
The same force applied to a small mass will cause a larger acceleration compared to a large mass since acceleration is inversely proportional to mass (F=ma). This means the small mass will experience a greater change in velocity in response to the force compared to the large mass.
Gravitationally, the same force does not affect a small mass and a large mass.The small mass is acted upon by a smaller gravitational force, and the large massis acted upon by a larger gravitational force. The result is that the small mass andthe large mass fall with the same acceleration, and meet the ground with the samespeed. During the fall, onlookers typically nudge each other and remark to each other:"My word! The large mass weighs more than the small mass!" They are correct in theirimpression, and the scientific reason behind their perspicacious observation is the factthat the gravitational force acting on the large mass is greater than the gravitationalforce acting on the small mass.
Yes, greater mass in an object results in a higher resistance to a change in movement, which is known as inertia. This means that more force is needed to accelerate or decelerate an object with greater mass compared to an object with less mass.
If they are both solid, and the incline is the same, the rate of acceleration will be the same.
Both blocks will reach the bottom of the incline at the same time, as they are subject to the same acceleration due to gravity. The mass of the object does not affect the rate at which it accelerates due to gravity.
Gravitationally, the same force does not affect a small mass and a large mass.The small mass is acted upon by a smaller gravitational force, and the large massis acted upon by a larger gravitational force. The result is that the small mass andthe large mass fall with the same acceleration, and meet the ground with the samespeed. During the fall, onlookers typically nudge each other and remark to each other:"My word! The large mass weighs more than the small mass!" They are correct in theirimpression, and the scientific reason behind their perspicacious observation is the factthat the gravitational force acting on the large mass is greater than the gravitationalforce acting on the small mass.
To give a large boulder a larger acceleration, you would need to apply a greater force to overcome the boulder's inertia. Increasing the force applied to the boulder by pushing, pulling, or using a mechanical device capable of exerting more force would result in a larger acceleration.
The same force applied to a small mass will cause a larger acceleration compared to a large mass since acceleration is inversely proportional to mass (F=ma). This means the small mass will experience a greater change in velocity in response to the force compared to the large mass.
Gravitationally, the same force does not affect a small mass and a large mass.The small mass is acted upon by a smaller gravitational force, and the large massis acted upon by a larger gravitational force. The result is that the small mass andthe large mass fall with the same acceleration, and meet the ground with the samespeed. During the fall, onlookers typically nudge each other and remark to each other:"My word! The large mass weighs more than the small mass!" They are correct in theirimpression, and the scientific reason behind their perspicacious observation is the factthat the gravitational force acting on the large mass is greater than the gravitationalforce acting on the small mass.
Yes, greater mass in an object results in a higher resistance to a change in movement, which is known as inertia. This means that more force is needed to accelerate or decelerate an object with greater mass compared to an object with less mass.
When acceleration is large, it means that the rate of change of velocity is significant. This could indicate that an object is speeding up or slowing down rapidly. The larger the acceleration, the quicker the change in velocity.
The difference is due to inertia. Inertia is the resistance to a change in motion (acceleration). A more massive object will have greater inertia, and therefore a greater resistance to a change in motion, resulting in a slower acceleration. A less massive object has lower inertia, and therefore less of a resistance to a change in motion, resulting in a faster acceleration.
If the slope has a large number, the corresponding line is also said to be STEEP.
To give a large boulder a large acceleration, a significant force must be applied to overcome its inertia and resistance to motion. This force needs to be sustained over a period of time to accelerate the boulder to the desired speed. Additionally, reducing friction between the boulder and the surface it rests on can help facilitate its acceleration.
I think this answer is plain.